| Sr no. | class members | # points | points | 1 | y2 = x3 + 100x + 90 | 178 | (0,17) (0,182) (8,3) (8,196) (10,10) (10,189) (12,86) (12,113) (13,76) (13,123) (18,89) (18,110) (20,90) (20,109) (25,92) (25,107) (29,64) (29,135) (33,70) (33,129) (34,3) (34,196) (35,59) (35,140) (37,64) (37,135) (38,16) (38,183) (40,80) (40,119) (44,70) (44,129) (47,77) (47,122) (48,96) (48,103) (52,35) (52,164) (54,42) (54,157) (55,32) (55,167) (59,35) (59,164) (62,68) (62,131) (63,18) (63,181) (65,25) (65,174) (66,8) (66,191) (67,59) (67,140) (69,69) (69,130) (70,7) (70,192) (72,99) (72,100) (74,28) (74,171) (75,53) (75,146) (77,97) (77,102) (78,71) (78,128) (80,74) (80,125) (82,95) (82,104) (83,93) (83,106) (87,65) (87,134) (88,35) (88,164) (91,81) (91,118) (93,6) (93,193) (95,11) (95,188) (97,59) (97,140) (98,85) (98,114) (100,31) (100,168) (106,12) (106,187) (107,21) (107,178) (115,31) (115,168) (121,78) (121,121) (122,70) (122,129) (123,95) (123,104) (124,82) (124,117) (127,54) (127,145) (128,29) (128,170) (129,23) (129,176) (133,64) (133,135) (135,14) (135,185) (144,56) (144,143) (145,40) (145,159) (148,68) (148,131) (150,18) (150,181) (154,69) (154,130) (155,97) (155,102) (156,96) (156,103) (157,3) (157,196) (158,36) (158,163) (161,83) (161,116) (162,8) (162,191) (166,97) (166,102) (169,61) (169,138) (170,8) (170,191) (171,51) (171,148) (173,49) (173,150) (175,69) (175,130) (177,66) (177,133) (178,79) (178,120) (179,55) (179,144) (181,47) (181,152) (183,31) (183,168) (185,18) (185,181) (186,37) (186,162) (188,68) (188,131) (189,94) (189,105) (190,75) (190,124) (193,95) (193,104) (194,96) (194,103) (196,34) (196,165) (197,9) (197,190) (198,63) (198,136) | 2 | y2 = x3 + 56x + 132 | 178 | (0,27) (0,172) (2,75) (2,124) (3,39) (3,160) (5,61) (5,138) (10,10) (10,189) (11,41) (11,158) (12,12) (12,187) (13,79) (13,120) (18,87) (18,112) (20,59) (20,140) (22,79) (22,120) (25,21) (25,178) (31,60) (31,139) (32,71) (32,128) (36,7) (36,192) (37,91) (37,108) (39,12) (39,187) (47,91) (47,108) (49,54) (49,145) (53,90) (53,109) (56,88) (56,111) (57,8) (57,191) (58,41) (58,158) (59,8) (59,191) (66,28) (66,171) (67,66) (67,133) (69,37) (69,162) (73,49) (73,150) (74,82) (74,117) (80,40) (80,159) (82,22) (82,177) (83,8) (83,191) (86,5) (86,194) (89,75) (89,124) (90,85) (90,114) (92,67) (92,132) (93,31) (93,168) (94,58) (94,141) (95,19) (95,180) (96,52) (96,147) (97,38) (97,161) (98,13) (98,186) (99,26) (99,173) (102,51) (102,148) (104,36) (104,163) (108,75) (108,124) (109,2) (109,197) (113,55) (113,144) (115,91) (115,108) (116,1) (116,198) (117,24) (117,175) (118,96) (118,103) (119,16) (119,183) (120,13) (120,186) (124,64) (124,135) (126,98) (126,101) (130,41) (130,158) (137,52) (137,147) (138,66) (138,133) (139,95) (139,104) (140,1) (140,198) (141,37) (141,162) (142,1) (142,198) (144,15) (144,184) (146,70) (146,129) (147,84) (147,115) (148,12) (148,187) (149,17) (149,182) (158,82) (158,117) (161,65) (161,134) (163,4) (163,195) (164,79) (164,120) (165,52) (165,147) (166,82) (166,117) (168,68) (168,131) (170,63) (170,136) (171,33) (171,166) (172,35) (172,164) (173,76) (173,123) (176,72) (176,127) (178,21) (178,178) (180,13) (180,186) (181,43) (181,156) (183,48) (183,151) (188,37) (188,162) (192,81) (192,118) (193,66) (193,133) (194,18) (194,181) (195,21) (195,178) | 3 | y2 = x3 + 43x + 64 | 178 | (0,8) (0,191) (2,77) (2,122) (6,90) (6,109) (7,67) (7,132) (8,70) (8,129) (15,30) (15,169) (16,79) (16,120) (18,74) (18,125) (19,24) (19,175) (21,26) (21,173) (22,64) (22,135) (23,22) (23,177) (26,98) (26,101) (27,49) (27,150) (29,32) (29,167) (31,12) (31,187) (33,40) (33,159) (34,45) (34,154) (40,78) (40,121) (41,74) (41,125) (42,61) (42,138) (43,32) (43,167) (44,66) (44,133) (47,55) (47,144) (48,22) (48,177) (50,75) (50,124) (52,15) (52,184) (54,75) (54,124) (55,98) (55,101) (56,88) (56,111) (57,38) (57,161) (58,62) (58,137) (59,5) (59,194) (63,17) (63,182) (64,84) (64,115) (66,16) (66,183) (70,49) (70,150) (74,91) (74,108) (75,10) (75,189) (76,54) (76,145) (80,33) (80,166) (83,67) (83,132) (86,86) (86,113) (87,6) (87,193) (95,75) (95,124) (97,48) (97,151) (99,52) (99,147) (102,49) (102,150) (106,65) (106,134) (109,67) (109,132) (110,92) (110,107) (112,93) (112,106) (115,56) (115,143) (118,98) (118,101) (124,25) (124,174) (127,32) (127,167) (128,22) (128,177) (129,48) (129,151) (130,91) (130,108) (132,33) (132,166) (134,99) (134,100) (138,92) (138,107) (140,74) (140,125) (141,57) (141,142) (143,44) (143,155) (147,36) (147,163) (150,92) (150,107) (153,38) (153,161) (157,63) (157,136) (158,5) (158,194) (159,51) (159,148) (160,34) (160,165) (162,82) (162,117) (163,60) (163,139) (164,85) (164,114) (169,80) (169,119) (172,48) (172,151) (174,94) (174,105) (178,7) (178,192) (181,5) (181,194) (183,97) (183,102) (186,33) (186,166) (187,3) (187,196) (188,38) (188,161) (191,2) (191,197) (193,28) (193,171) (194,91) (194,108) (197,13) (197,186) (198,47) (198,152) | 4 | y2 = x3 + 103x + 114 | 178 | (0,78) (0,121) (3,98) (3,101) (5,82) (5,117) (8,16) (8,183) (9,24) (9,175) (14,11) (14,188) (20,5) (20,194) (23,83) (23,116) (24,93) (24,106) (26,95) (26,104) (27,84) (27,115) (29,25) (29,174) (30,73) (30,126) (31,8) (31,191) (35,25) (35,174) (36,23) (36,176) (37,98) (37,101) (41,15) (41,184) (42,91) (42,108) (43,79) (43,120) (44,9) (44,190) (45,73) (45,126) (47,70) (47,129) (48,35) (48,164) (51,67) (51,132) (53,15) (53,184) (56,72) (56,127) (59,86) (59,113) (62,43) (62,156) (63,61) (63,138) (64,1) (64,198) (67,70) (67,129) (68,31) (68,168) (72,84) (72,115) (73,21) (73,178) (74,45) (74,154) (77,50) (77,149) (78,18) (78,181) (79,3) (79,196) (84,93) (84,106) (85,70) (85,129) (87,27) (87,172) (90,33) (90,166) (91,93) (91,106) (93,90) (93,109) (95,80) (95,119) (98,58) (98,141) (100,84) (100,115) (102,51) (102,148) (104,14) (104,185) (105,15) (105,184) (114,30) (114,169) (116,96) (116,103) (118,60) (118,139) (120,47) (120,152) (121,74) (121,125) (122,64) (122,135) (123,57) (123,142) (124,73) (124,126) (125,81) (125,118) (129,12) (129,187) (131,62) (131,137) (132,30) (132,169) (134,58) (134,141) (135,25) (135,174) (136,41) (136,158) (139,60) (139,139) (141,60) (141,139) (142,17) (142,182) (144,72) (144,127) (148,52) (148,147) (150,20) (150,179) (152,30) (152,169) (157,92) (157,107) (159,98) (159,101) (161,86) (161,113) (164,1) (164,198) (166,58) (166,141) (170,1) (170,198) (173,77) (173,122) (174,53) (174,146) (178,86) (178,113) (179,2) (179,197) (184,13) (184,186) (186,89) (186,110) (190,99) (190,100) (192,29) (192,170) (195,6) (195,193) (198,72) (198,127) | 5 | y2 = x3 + 32x + 111 | 178 | (0,67) (0,132) (1,12) (1,187) (3,45) (3,154) (4,30) (4,169) (6,11) (6,188) (7,9) (7,190) (18,56) (18,143) (19,4) (19,195) (21,33) (21,166) (23,26) (23,173) (27,34) (27,165) (29,73) (29,126) (31,7) (31,192) (33,17) (33,182) (34,92) (34,107) (37,3) (37,196) (38,9) (38,190) (39,88) (39,111) (42,91) (42,108) (43,1) (43,198) (46,4) (46,195) (52,59) (52,140) (54,74) (54,125) (55,84) (55,115) (59,47) (59,152) (60,46) (60,153) (62,35) (62,164) (64,35) (64,164) (65,87) (65,112) (67,90) (67,109) (69,17) (69,182) (70,22) (70,177) (71,30) (71,169) (73,35) (73,164) (74,56) (74,143) (80,16) (80,183) (81,25) (81,174) (85,97) (85,102) (87,11) (87,188) (94,93) (94,106) (95,99) (95,100) (96,58) (96,141) (97,17) (97,182) (98,69) (98,130) (99,95) (99,104) (102,27) (102,172) (104,42) (104,157) (105,54) (105,145) (106,11) (106,188) (107,56) (107,143) (111,69) (111,130) (119,31) (119,168) (121,71) (121,128) (122,40) (122,159) (124,30) (124,169) (127,79) (127,120) (130,27) (130,172) (131,50) (131,149) (134,4) (134,195) (138,25) (138,174) (144,23) (144,176) (147,70) (147,129) (151,47) (151,152) (153,87) (153,112) (154,9) (154,190) (157,10) (157,189) (158,18) (158,181) (159,74) (159,125) (160,55) (160,144) (162,51) (162,148) (163,62) (163,137) (165,64) (165,135) (166,27) (166,172) (172,85) (172,114) (174,2) (174,197) (175,65) (175,134) (177,36) (177,163) (178,39) (178,160) (179,25) (179,174) (180,87) (180,112) (183,94) (183,105) (185,74) (185,125) (187,63) (187,136) (188,47) (188,152) (189,69) (189,130) (190,41) (190,158) (191,61) (191,138) (194,5) (194,194) (196,28) (196,171) | 6 | y2 = x3 + 40x + 1 | 178 | (0,1) (0,198) (2,41) (2,158) (4,15) (4,184) (10,40) (10,159) (11,58) (11,141) (12,47) (12,152) (13,23) (13,176) (14,11) (14,188) (16,89) (16,110) (19,43) (19,156) (20,29) (20,170) (28,63) (28,136) (31,28) (31,171) (32,47) (32,152) (33,29) (33,170) (35,59) (35,140) (40,54) (40,145) (41,64) (41,135) (43,6) (43,193) (47,45) (47,154) (55,53) (55,146) (57,4) (57,195) (58,5) (58,194) (60,59) (60,140) (64,45) (64,154) (74,6) (74,193) (77,83) (77,116) (82,6) (82,193) (85,32) (85,167) (88,45) (88,154) (89,17) (89,182) (92,10) (92,189) (95,74) (95,125) (98,96) (98,103) (99,73) (99,126) (100,65) (100,134) (101,61) (101,138) (104,59) (104,140) (105,8) (105,191) (106,62) (106,137) (108,69) (108,130) (110,67) (110,132) (112,84) (112,115) (113,84) (113,115) (114,42) (114,157) (116,2) (116,197) (117,31) (117,168) (118,86) (118,113) (121,39) (121,160) (125,31) (125,168) (126,33) (126,166) (127,88) (127,111) (129,62) (129,137) (132,86) (132,113) (133,87) (133,112) (134,88) (134,111) (137,88) (137,111) (139,74) (139,125) (140,60) (140,139) (143,38) (143,161) (144,24) (144,175) (146,29) (146,170) (148,86) (148,113) (149,19) (149,180) (151,83) (151,116) (153,46) (153,153) (154,3) (154,196) (155,47) (155,152) (156,31) (156,168) (157,98) (157,101) (160,4) (160,195) (161,18) (161,181) (163,62) (163,137) (164,74) (164,125) (165,27) (165,172) (168,51) (168,148) (170,83) (170,116) (171,49) (171,150) (173,84) (173,115) (174,93) (174,106) (178,7) (178,192) (181,4) (181,195) (185,94) (185,105) (186,95) (186,104) (189,81) (189,118) (190,92) (190,107) (195,37) (195,162) (196,75) (196,124) (197,50) (197,149) | 7 | y2 = x3 + 23x + 52 | 178 | (0,98) (0,101) (2,92) (2,107) (4,3) (4,196) (6,40) (6,159) (7,77) (7,122) (8,56) (8,143) (12,71) (12,128) (13,89) (13,110) (17,88) (17,111) (19,69) (19,130) (21,29) (21,170) (22,96) (22,103) (24,10) (24,189) (26,52) (26,147) (27,43) (27,156) (28,34) (28,165) (30,9) (30,190) (32,70) (32,129) (33,27) (33,172) (34,61) (34,138) (35,56) (35,143) (40,59) (40,140) (44,9) (44,190) (46,90) (46,109) (49,5) (49,194) (50,6) (50,193) (53,36) (53,163) (54,73) (54,126) (56,29) (56,170) (60,70) (60,129) (68,6) (68,193) (69,87) (69,112) (70,81) (70,118) (72,55) (72,144) (73,67) (73,132) (74,53) (74,146) (75,58) (75,141) (81,6) (81,193) (82,22) (82,177) (83,35) (83,164) (85,25) (85,174) (86,93) (86,106) (88,88) (88,111) (93,1) (93,198) (94,88) (94,111) (95,23) (95,176) (96,75) (96,124) (99,48) (99,151) (100,63) (100,136) (101,57) (101,142) (103,38) (103,161) (104,42) (104,157) (105,11) (105,188) (106,74) (106,125) (107,70) (107,129) (111,11) (111,188) (112,32) (112,167) (115,25) (115,174) (117,60) (117,139) (121,50) (121,149) (122,29) (122,170) (124,83) (124,116) (125,9) (125,190) (127,8) (127,191) (132,32) (132,167) (134,12) (134,187) (135,67) (135,132) (136,93) (136,106) (144,13) (144,186) (146,20) (146,179) (148,73) (148,126) (150,26) (150,173) (154,32) (154,167) (155,53) (155,146) (156,56) (156,143) (161,15) (161,184) (162,41) (162,158) (169,53) (169,146) (170,95) (170,104) (172,65) (172,134) (175,2) (175,197) (176,93) (176,106) (182,11) (182,188) (183,31) (183,168) (189,4) (189,195) (190,67) (190,132) (192,44) (192,155) (196,73) (196,126) (198,25) (198,174) | 8 | y2 = x3 + 193x + 8 | 178 | (0,40) (0,159) (2,2) (2,197) (5,74) (5,125) (6,63) (6,136) (9,22) (9,177) (11,26) (11,173) (12,79) (12,120) (14,9) (14,190) (16,25) (16,174) (17,21) (17,178) (18,89) (18,110) (21,63) (21,136) (25,89) (25,110) (26,48) (26,151) (29,12) (29,187) (30,19) (30,180) (31,34) (31,165) (33,46) (33,153) (34,30) (34,169) (36,9) (36,190) (37,93) (37,106) (38,46) (38,153) (41,25) (41,174) (46,73) (46,126) (48,71) (48,128) (51,60) (51,139) (52,3) (52,196) (57,28) (57,171) (59,62) (59,137) (60,23) (60,176) (61,34) (61,165) (63,23) (63,176) (68,72) (68,127) (69,56) (69,143) (71,41) (71,158) (73,61) (73,138) (76,23) (76,176) (80,59) (80,140) (81,35) (81,164) (82,98) (82,101) (85,92) (85,107) (89,88) (89,111) (90,39) (90,160) (93,65) (93,134) (103,76) (103,123) (106,13) (106,186) (107,34) (107,165) (110,86) (110,113) (115,80) (115,119) (118,69) (118,130) (119,52) (119,147) (122,29) (122,170) (124,57) (124,142) (125,81) (125,118) (128,46) (128,153) (129,92) (129,107) (130,8) (130,191) (133,57) (133,142) (135,27) (135,172) (137,97) (137,102) (141,57) (141,142) (142,25) (142,174) (143,68) (143,131) (144,39) (144,160) (146,36) (146,163) (147,87) (147,112) (149,9) (149,190) (150,62) (150,137) (155,85) (155,114) (156,89) (156,110) (157,1) (157,198) (158,28) (158,171) (160,15) (160,184) (161,41) (161,158) (162,83) (162,116) (164,39) (164,160) (165,67) (165,132) (166,41) (166,158) (169,75) (169,124) (171,78) (171,121) (172,63) (172,136) (173,10) (173,189) (180,32) (180,167) (182,42) (182,157) (183,28) (183,171) (184,92) (184,107) (189,62) (189,137) (194,50) (194,149) (198,49) (198,150) | 9 | y2 = x3 + 116x + 103 | 178 | (0,74) (0,125) (2,12) (2,187) (3,94) (3,105) (6,47) (6,152) (7,8) (7,191) (11,83) (11,116) (17,53) (17,146) (18,62) (18,137) (22,13) (22,186) (23,49) (23,150) (25,11) (25,188) (27,86) (27,113) (31,43) (31,156) (37,70) (37,129) (38,9) (38,190) (43,53) (43,146) (44,29) (44,170) (45,27) (45,172) (46,84) (46,115) (48,68) (48,131) (49,97) (49,102) (50,89) (50,110) (52,94) (52,105) (55,46) (55,153) (56,54) (56,145) (57,79) (57,120) (58,82) (58,117) (62,16) (62,183) (63,56) (63,143) (64,15) (64,184) (65,22) (65,177) (67,63) (67,136) (68,21) (68,178) (70,28) (70,171) (71,17) (71,182) (76,44) (76,155) (81,43) (81,156) (82,20) (82,179) (83,55) (83,144) (84,24) (84,175) (87,43) (87,156) (91,95) (91,104) (93,12) (93,187) (94,47) (94,152) (95,96) (95,103) (98,99) (98,100) (99,47) (99,152) (104,12) (104,187) (106,96) (106,103) (110,4) (110,195) (113,5) (113,194) (114,88) (114,111) (115,25) (115,174) (117,76) (117,123) (119,2) (119,197) (123,85) (123,114) (125,4) (125,195) (128,64) (128,135) (132,60) (132,139) (135,58) (135,141) (138,95) (138,104) (139,53) (139,146) (140,51) (140,148) (141,7) (141,192) (144,94) (144,105) (147,46) (147,153) (148,55) (148,144) (149,65) (149,134) (152,26) (152,173) (153,48) (153,151) (155,34) (155,165) (158,97) (158,102) (160,61) (160,138) (161,18) (161,181) (163,4) (163,195) (164,27) (164,172) (167,55) (167,144) (169,95) (169,104) (173,40) (173,159) (176,81) (176,118) (179,23) (179,176) (183,11) (183,188) (184,19) (184,180) (189,27) (189,172) (190,11) (190,188) (191,97) (191,102) (195,42) (195,157) (196,46) (196,153) (197,96) (197,103) | 10 | y2 = x3 + 2x + 123 | 178 | (0,83) (0,116) (1,46) (1,153) (13,82) (13,117) (15,44) (15,155) (16,79) (16,120) (20,2) (20,197) (24,57) (24,142) (26,55) (26,144) (31,46) (31,153) (36,22) (36,177) (40,18) (40,181) (43,64) (43,135) (45,14) (45,185) (47,19) (47,180) (49,96) (49,103) (50,98) (50,101) (55,29) (55,170) (57,34) (57,165) (58,27) (58,172) (59,75) (59,124) (66,14) (66,185) (67,27) (67,172) (68,79) (68,120) (70,28) (70,171) (71,37) (71,162) (74,27) (74,172) (76,43) (76,156) (80,16) (80,183) (88,14) (88,185) (89,51) (89,148) (91,8) (91,191) (94,95) (94,104) (96,59) (96,140) (97,66) (97,133) (101,76) (101,123) (104,7) (104,192) (108,88) (108,111) (109,26) (109,173) (110,86) (110,113) (111,99) (111,100) (113,59) (113,140) (115,79) (115,120) (117,47) (117,152) (118,7) (118,192) (123,63) (123,136) (124,66) (124,133) (125,78) (125,121) (126,76) (126,123) (130,5) (130,194) (132,78) (132,121) (133,99) (133,100) (134,28) (134,171) (138,26) (138,173) (139,52) (139,147) (140,81) (140,118) (141,78) (141,121) (143,50) (143,149) (144,20) (144,179) (147,30) (147,169) (148,74) (148,125) (150,69) (150,130) (151,26) (151,173) (154,99) (154,100) (155,53) (155,146) (156,54) (156,145) (157,24) (157,175) (159,11) (159,188) (160,25) (160,174) (163,89) (163,110) (164,19) (164,180) (166,61) (166,138) (167,46) (167,153) (171,76) (171,123) (173,87) (173,112) (174,13) (174,186) (176,7) (176,192) (177,66) (177,133) (179,21) (179,178) (181,15) (181,184) (182,56) (182,143) (186,41) (186,158) (187,19) (187,180) (189,59) (189,140) (190,42) (190,157) (193,33) (193,166) (194,28) (194,171) (195,38) (195,161) (196,17) (196,182) (197,67) (197,132) | 11 | y2 = x3 + 151x + 172 | 178 | (0,42) (0,157) (1,18) (1,181) (5,16) (5,183) (6,10) (6,189) (12,54) (12,145) (16,52) (16,147) (17,17) (17,182) (18,31) (18,168) (22,49) (22,150) (23,84) (23,115) (25,95) (25,104) (26,88) (26,111) (27,98) (27,101) (30,85) (30,114) (31,60) (31,139) (32,34) (32,165) (33,59) (33,140) (36,46) (36,153) (41,96) (41,103) (42,87) (42,112) (43,76) (43,123) (44,96) (44,103) (45,69) (45,130) (46,24) (46,175) (47,99) (47,100) (48,76) (48,123) (49,7) (49,192) (50,63) (50,136) (52,24) (52,175) (54,53) (54,146) (55,54) (55,145) (56,13) (56,186) (61,56) (61,143) (68,30) (68,169) (69,2) (69,197) (71,16) (71,183) (72,53) (72,146) (73,53) (73,146) (74,62) (74,137) (80,22) (80,177) (82,73) (82,126) (83,32) (83,167) (87,28) (87,171) (90,33) (90,166) (91,90) (91,109) (96,83) (96,116) (101,24) (101,175) (104,79) (104,120) (107,72) (107,127) (108,76) (108,123) (109,38) (109,161) (111,11) (111,188) (112,82) (112,117) (114,96) (114,103) (116,64) (116,135) (123,16) (123,183) (126,91) (126,108) (127,91) (127,108) (129,15) (129,184) (132,54) (132,145) (133,4) (133,195) (134,74) (134,125) (138,81) (138,118) (140,40) (140,159) (143,37) (143,162) (145,91) (145,108) (146,30) (146,169) (148,48) (148,151) (151,90) (151,109) (154,89) (154,110) (156,90) (156,109) (159,58) (159,141) (161,43) (161,156) (162,99) (162,100) (165,67) (165,132) (166,68) (166,131) (171,85) (171,114) (173,19) (173,180) (177,27) (177,172) (183,25) (183,174) (184,30) (184,169) (185,17) (185,182) (188,31) (188,168) (189,99) (189,100) (192,31) (192,168) (193,29) (193,170) (196,17) (196,182) (197,85) (197,114) (198,47) (198,152) | 12 | y2 = x3 + 102x + 28 | 178 | (0,25) (0,174) (1,23) (1,176) (3,19) (3,180) (4,36) (4,163) (5,71) (5,128) (7,17) (7,182) (8,19) (8,180) (10,43) (10,156) (15,82) (15,117) (16,69) (16,130) (22,69) (22,130) (23,51) (23,148) (25,33) (25,166) (26,82) (26,117) (27,66) (27,133) (28,89) (28,110) (29,50) (29,149) (33,39) (33,160) (35,92) (35,107) (36,3) (36,196) (37,39) (37,160) (39,21) (39,178) (40,99) (40,100) (41,59) (41,140) (42,81) (42,118) (49,84) (49,115) (53,22) (53,177) (58,71) (58,128) (60,8) (60,191) (64,99) (64,100) (69,85) (69,114) (71,4) (71,195) (72,27) (72,172) (75,67) (75,132) (76,1) (76,198) (78,89) (78,110) (79,21) (79,178) (80,20) (80,179) (81,21) (81,178) (82,42) (82,157) (83,14) (83,185) (84,11) (84,188) (87,77) (87,122) (88,44) (88,155) (89,62) (89,137) (90,52) (90,147) (91,78) (91,121) (93,89) (93,110) (95,99) (95,100) (96,38) (96,161) (97,35) (97,164) (99,56) (99,143) (100,30) (100,169) (102,5) (102,194) (103,76) (103,123) (114,74) (114,125) (118,49) (118,150) (120,49) (120,150) (124,12) (124,187) (126,42) (126,157) (127,83) (127,116) (128,55) (128,144) (129,39) (129,160) (131,29) (131,170) (133,11) (133,188) (136,71) (136,128) (138,75) (138,124) (142,85) (142,114) (143,63) (143,136) (144,24) (144,175) (146,13) (146,186) (147,88) (147,111) (152,57) (152,142) (154,80) (154,119) (157,96) (157,103) (158,82) (158,117) (160,49) (160,150) (161,69) (161,130) (163,68) (163,131) (173,59) (173,140) (174,34) (174,165) (181,11) (181,188) (184,59) (184,140) (185,45) (185,154) (187,85) (187,114) (188,19) (188,180) (190,42) (190,157) (192,31) (192,168) (198,70) (198,129) | 13 | y2 = x3 + 177x + 132 | 178 | (0,27) (0,172) (1,67) (1,132) (7,91) (7,108) (8,95) (8,104) (9,71) (9,128) (10,64) (10,135) (12,2) (12,197) (13,75) (13,124) (14,58) (14,141) (17,33) (17,166) (20,54) (20,145) (21,37) (21,162) (23,98) (23,101) (27,52) (27,147) (28,37) (28,162) (30,76) (30,123) (31,28) (31,171) (32,82) (32,117) (35,7) (35,192) (38,55) (38,144) (40,13) (40,186) (42,8) (42,191) (46,90) (46,109) (49,41) (49,158) (51,91) (51,108) (54,81) (54,118) (60,84) (60,115) (63,21) (63,178) (64,24) (64,175) (65,10) (65,189) (66,51) (66,148) (67,18) (67,181) (71,79) (71,120) (72,8) (72,191) (73,17) (73,182) (77,16) (77,183) (78,12) (78,187) (79,36) (79,163) (81,75) (81,124) (82,43) (82,156) (83,82) (83,117) (84,82) (84,117) (85,8) (85,191) (95,48) (95,151) (97,68) (97,131) (101,66) (101,133) (102,60) (102,139) (105,75) (105,124) (107,31) (107,168) (110,63) (110,136) (114,1) (114,198) (117,87) (117,112) (119,39) (119,160) (120,19) (120,180) (122,40) (122,159) (123,35) (123,164) (127,1) (127,198) (130,59) (130,140) (132,61) (132,138) (133,38) (133,161) (135,22) (135,177) (137,66) (137,133) (140,15) (140,184) (141,91) (141,108) (143,79) (143,120) (146,26) (146,173) (149,72) (149,127) (150,37) (150,162) (151,65) (151,134) (153,70) (153,129) (154,12) (154,187) (157,1) (157,198) (160,66) (160,133) (161,5) (161,194) (162,21) (162,178) (164,4) (164,195) (165,88) (165,111) (166,12) (166,187) (170,96) (170,103) (171,41) (171,158) (173,21) (173,178) (175,13) (175,186) (176,49) (176,150) (177,52) (177,147) (178,41) (178,158) (183,13) (183,186) (184,79) (184,120) (187,85) (187,114) (194,52) (194,147) | 14 | y2 = x3 + 188x + 63 | 178 | (0,62) (0,137) (1,75) (1,124) (2,7) (2,192) (3,16) (3,183) (6,51) (6,148) (7,54) (7,145) (8,41) (8,158) (10,82) (10,117) (11,26) (11,173) (14,71) (14,128) (15,41) (15,158) (17,49) (17,150) (18,18) (18,181) (22,11) (22,188) (24,84) (24,115) (25,17) (25,182) (26,55) (26,144) (28,4) (28,195) (31,85) (31,114) (33,4) (33,195) (34,63) (34,136) (36,73) (36,126) (37,34) (37,165) (39,7) (39,192) (43,33) (43,166) (44,63) (44,136) (48,94) (48,105) (49,34) (49,165) (53,36) (53,163) (54,11) (54,188) (55,71) (55,128) (58,78) (58,121) (62,74) (62,125) (63,95) (63,104) (67,14) (67,185) (68,83) (68,116) (70,49) (70,150) (71,28) (71,171) (73,25) (73,174) (75,32) (75,167) (76,76) (76,123) (79,92) (79,107) (80,56) (80,143) (81,26) (81,173) (90,23) (90,176) (92,68) (92,131) (97,99) (97,100) (100,88) (100,111) (101,5) (101,194) (105,12) (105,187) (106,93) (106,106) (107,26) (107,173) (108,67) (108,132) (111,61) (111,138) (112,49) (112,150) (113,34) (113,165) (117,35) (117,164) (118,68) (118,131) (120,47) (120,152) (121,63) (121,136) (123,11) (123,188) (126,59) (126,140) (130,71) (130,128) (133,98) (133,101) (136,97) (136,102) (137,53) (137,146) (138,4) (138,195) (140,30) (140,169) (142,13) (142,186) (145,76) (145,123) (147,83) (147,116) (149,28) (149,171) (151,65) (151,134) (154,66) (154,133) (156,80) (156,119) (158,7) (158,192) (168,57) (168,142) (170,79) (170,120) (173,22) (173,177) (174,6) (174,193) (175,45) (175,154) (176,41) (176,158) (177,76) (177,123) (178,28) (178,171) (181,1) (181,198) (183,83) (183,116) (188,68) (188,131) (193,50) (193,149) (195,21) (195,178) | 15 | y2 = x3 + 165x + 132 | 178 | (0,27) (0,172) (2,79) (2,120) (3,16) (3,183) (6,12) (6,187) (9,82) (9,117) (11,33) (11,166) (16,36) (16,163) (17,41) (17,158) (18,24) (18,175) (20,41) (20,158) (21,91) (21,108) (29,75) (29,124) (30,21) (30,178) (31,51) (31,148) (33,91) (33,108) (34,79) (34,120) (37,37) (37,162) (42,82) (42,117) (43,13) (43,186) (45,66) (45,133) (48,55) (48,144) (49,59) (49,140) (50,98) (50,101) (52,95) (52,104) (55,8) (55,191) (56,52) (56,147) (58,21) (58,178) (61,13) (61,186) (62,61) (62,138) (64,87) (64,112) (65,64) (65,135) (66,60) (66,139) (67,52) (67,147) (70,8) (70,191) (71,4) (71,195) (73,72) (73,127) (74,8) (74,191) (76,52) (76,147) (77,39) (77,160) (78,2) (78,197) (84,12) (84,187) (86,65) (86,134) (91,58) (91,141) (95,13) (95,186) (99,70) (99,129) (100,90) (100,109) (102,28) (102,171) (103,35) (103,164) (106,67) (106,132) (109,12) (109,187) (110,96) (110,103) (111,21) (111,178) (114,15) (114,184) (118,63) (118,136) (120,48) (120,151) (121,85) (121,114) (124,10) (124,189) (125,1) (125,198) (128,7) (128,192) (129,1) (129,198) (130,54) (130,145) (133,68) (133,131) (135,43) (135,156) (137,18) (137,181) (144,1) (144,198) (145,91) (145,108) (148,82) (148,117) (149,49) (149,150) (151,5) (151,194) (152,81) (152,118) (153,26) (153,173) (158,71) (158,128) (159,66) (159,133) (162,41) (162,158) (163,79) (163,120) (168,38) (168,161) (176,17) (176,182) (177,88) (177,111) (179,37) (179,162) (181,22) (181,177) (182,37) (182,162) (183,19) (183,180) (184,75) (184,124) (185,75) (185,124) (191,84) (191,115) (194,66) (194,133) (195,76) (195,123) (196,40) (196,159) (198,31) (198,168) | 16 | y2 = x3 + 124x + 25 | 178 | (0,5) (0,194) (3,15) (3,184) (4,28) (4,171) (9,26) (9,173) (12,16) (12,183) (13,75) (13,124) (15,22) (15,177) (17,9) (17,190) (19,22) (19,177) (20,82) (20,117) (31,32) (31,167) (32,44) (32,155) (36,20) (36,179) (39,36) (39,163) (40,23) (40,176) (41,20) (41,179) (43,17) (43,182) (45,4) (45,195) (46,88) (46,111) (51,59) (51,140) (52,47) (52,152) (54,72) (54,127) (55,17) (55,182) (56,36) (56,163) (57,98) (57,101) (58,44) (58,155) (59,63) (59,136) (60,28) (60,171) (64,96) (64,103) (65,54) (65,145) (67,7) (67,192) (68,67) (68,132) (70,79) (70,120) (71,88) (71,111) (72,11) (72,188) (73,33) (73,166) (81,35) (81,164) (82,88) (82,111) (83,32) (83,167) (84,37) (84,162) (85,32) (85,167) (87,26) (87,173) (89,25) (89,174) (90,30) (90,169) (91,83) (91,116) (92,84) (92,115) (93,51) (93,148) (97,42) (97,157) (100,50) (100,149) (101,17) (101,182) (103,26) (103,173) (104,36) (104,163) (106,6) (106,193) (107,77) (107,122) (108,46) (108,153) (109,44) (109,155) (111,34) (111,165) (120,62) (120,137) (122,20) (122,179) (126,73) (126,126) (127,39) (127,160) (129,66) (129,133) (130,71) (130,128) (132,1) (132,198) (135,28) (135,171) (136,95) (136,104) (137,42) (137,157) (139,96) (139,103) (140,85) (140,114) (141,30) (141,169) (145,55) (145,144) (148,56) (148,143) (149,31) (149,168) (152,53) (152,146) (157,54) (157,145) (162,92) (162,107) (164,42) (164,157) (165,22) (165,177) (167,30) (167,169) (175,90) (175,109) (176,54) (176,145) (178,10) (178,189) (179,93) (179,106) (183,78) (183,121) (185,91) (185,108) (186,14) (186,185) (188,64) (188,135) (192,40) (192,159) (195,96) (195,103) | 17 | y2 = x3 + 86x + 172 | 178 | (0,42) (0,157) (4,88) (4,111) (5,54) (5,145) (7,91) (7,108) (8,24) (8,175) (11,85) (11,114) (13,30) (13,169) (14,90) (14,109) (15,85) (15,114) (16,79) (16,120) (22,37) (22,162) (23,63) (23,136) (24,90) (24,109) (34,49) (34,150) (38,76) (38,123) (39,89) (39,110) (40,56) (40,143) (42,62) (42,137) (44,28) (44,171) (45,29) (45,170) (50,91) (50,108) (51,59) (51,140) (53,24) (53,175) (56,67) (56,132) (57,53) (57,146) (62,16) (62,183) (63,11) (63,188) (64,31) (64,168) (66,60) (66,139) (68,96) (68,103) (74,32) (74,167) (75,99) (75,100) (76,83) (76,116) (78,38) (78,161) (79,52) (79,147) (83,87) (83,112) (84,48) (84,151) (85,54) (85,145) (86,43) (86,156) (87,30) (87,169) (92,18) (92,181) (93,72) (93,127) (96,98) (96,101) (97,4) (97,195) (99,30) (99,169) (101,58) (101,141) (105,17) (105,182) (107,47) (107,152) (109,54) (109,145) (111,95) (111,104) (120,25) (120,174) (121,33) (121,166) (122,17) (122,182) (125,64) (125,135) (126,84) (126,115) (127,15) (127,184) (128,46) (128,153) (130,7) (130,192) (138,24) (138,175) (140,96) (140,103) (142,91) (142,108) (144,40) (144,159) (145,99) (145,100) (148,68) (148,131) (149,53) (149,146) (152,31) (152,168) (154,10) (154,189) (155,82) (155,117) (158,34) (158,165) (159,81) (159,118) (160,69) (160,130) (161,90) (161,109) (164,16) (164,183) (165,27) (165,172) (171,17) (171,182) (172,16) (172,183) (173,85) (173,114) (175,76) (175,123) (177,13) (177,186) (178,99) (178,100) (179,2) (179,197) (181,73) (181,126) (182,31) (182,168) (185,76) (185,123) (189,74) (189,125) (190,96) (190,103) (192,53) (192,146) (195,19) (195,180) (196,22) (196,177) | 18 | y2 = x3 + 57x + 98 | 178 | (0,59) (0,140) (11,71) (11,128) (12,91) (12,108) (13,38) (13,161) (14,43) (14,156) (16,23) (16,176) (17,72) (17,127) (19,94) (19,105) (21,3) (21,196) (26,98) (26,101) (32,8) (32,191) (33,92) (33,107) (35,81) (35,118) (36,38) (36,161) (37,18) (37,181) (38,53) (38,146) (40,67) (40,132) (41,78) (41,121) (44,35) (44,164) (46,77) (46,122) (49,44) (49,155) (54,68) (54,131) (56,76) (56,123) (59,41) (59,158) (61,78) (61,121) (62,37) (62,162) (64,15) (64,184) (66,47) (66,152) (70,80) (70,119) (73,98) (73,101) (78,74) (78,125) (79,90) (79,109) (81,99) (81,100) (85,24) (85,175) (87,33) (87,166) (88,6) (88,193) (90,52) (90,147) (92,13) (92,186) (93,5) (93,194) (97,78) (97,121) (99,12) (99,187) (100,98) (100,101) (101,19) (101,180) (104,42) (104,157) (105,73) (105,126) (109,26) (109,173) (111,89) (111,110) (112,36) (112,163) (114,60) (114,139) (115,2) (115,197) (117,96) (117,103) (120,97) (120,102) (123,19) (123,180) (124,87) (124,112) (126,12) (126,187) (127,99) (127,100) (128,11) (128,188) (134,13) (134,186) (139,37) (139,162) (147,76) (147,123) (150,38) (150,161) (151,1) (151,198) (152,85) (152,114) (155,31) (155,168) (156,39) (156,160) (157,80) (157,119) (160,68) (160,131) (163,44) (163,155) (165,7) (165,192) (166,17) (166,182) (167,27) (167,172) (170,18) (170,181) (171,80) (171,119) (172,13) (172,186) (173,12) (173,187) (174,19) (174,180) (178,28) (178,171) (179,50) (179,149) (180,64) (180,135) (183,57) (183,142) (184,68) (184,131) (186,44) (186,155) (188,54) (188,145) (190,99) (190,100) (191,18) (191,181) (194,22) (194,177) (195,76) (195,123) (197,37) (197,162) (198,55) (198,144) | 19 | y2 = x3 + 29x + 187 | 178 | (0,28) (0,171) (1,60) (1,139) (3,36) (3,163) (9,88) (9,111) (11,65) (11,134) (19,45) (19,154) (22,54) (22,145) (23,22) (23,177) (24,58) (24,141) (25,47) (25,152) (26,72) (26,127) (28,71) (28,128) (29,12) (29,187) (31,80) (31,119) (32,75) (32,124) (34,94) (34,105) (35,59) (35,140) (38,21) (38,178) (41,99) (41,100) (42,79) (42,120) (47,36) (47,163) (49,97) (49,102) (52,60) (52,139) (53,82) (53,117) (55,20) (55,179) (57,42) (57,157) (64,78) (64,121) (66,98) (66,101) (69,77) (69,122) (70,56) (70,143) (72,72) (72,127) (74,76) (74,123) (76,69) (76,130) (79,87) (79,112) (80,93) (80,106) (82,64) (82,135) (88,7) (88,192) (92,95) (92,104) (95,55) (95,144) (98,31) (98,168) (101,72) (101,127) (103,40) (103,159) (105,17) (105,182) (108,66) (108,133) (111,46) (111,153) (112,55) (112,144) (113,32) (113,167) (115,16) (115,183) (118,48) (118,151) (121,66) (121,133) (122,64) (122,135) (124,87) (124,112) (127,31) (127,168) (128,3) (128,196) (131,81) (131,118) (132,89) (132,110) (133,83) (133,116) (135,85) (135,114) (140,16) (140,183) (141,76) (141,123) (143,16) (143,183) (145,77) (145,122) (146,60) (146,139) (147,82) (147,117) (149,36) (149,163) (156,25) (156,174) (157,74) (157,125) (158,18) (158,181) (159,10) (159,189) (161,27) (161,172) (162,20) (162,179) (167,91) (167,108) (169,66) (169,133) (170,35) (170,164) (173,31) (173,168) (174,73) (174,126) (176,41) (176,158) (177,29) (177,170) (180,90) (180,109) (181,20) (181,179) (183,76) (183,123) (184,77) (184,122) (186,1) (186,198) (189,84) (189,115) (191,55) (191,144) (194,64) (194,135) (195,87) (195,112) (197,11) (197,188) (198,82) (198,117) | 20 | y2 = x3 + 25x + 61 | 178 | (0,85) (0,114) (4,15) (4,184) (5,50) (5,149) (6,32) (6,167) (9,47) (9,152) (10,52) (10,147) (17,15) (17,184) (19,80) (19,119) (20,2) (20,197) (22,48) (22,151) (24,82) (24,117) (26,24) (26,175) (27,11) (27,188) (31,58) (31,141) (33,40) (33,159) (35,35) (35,164) (36,97) (36,102) (37,59) (37,140) (39,43) (39,156) (40,28) (40,171) (41,77) (41,122) (44,24) (44,175) (49,27) (49,172) (50,44) (50,155) (53,60) (53,139) (61,48) (61,151) (62,12) (62,187) (64,54) (64,145) (72,81) (72,118) (74,58) (74,141) (75,90) (75,109) (77,53) (77,146) (78,82) (78,117) (79,19) (79,180) (81,40) (81,159) (83,87) (83,112) (85,40) (85,159) (89,3) (89,196) (93,14) (93,185) (94,58) (94,141) (95,23) (95,176) (97,82) (97,117) (98,29) (98,170) (99,83) (99,116) (106,18) (106,181) (112,62) (112,137) (114,78) (114,121) (116,48) (116,151) (117,96) (117,103) (118,78) (118,121) (123,13) (123,186) (127,39) (127,160) (129,24) (129,175) (131,90) (131,109) (132,74) (132,125) (133,96) (133,103) (134,53) (134,146) (137,66) (137,133) (138,87) (138,112) (141,67) (141,132) (143,73) (143,126) (145,7) (145,192) (146,30) (146,169) (147,55) (147,144) (148,96) (148,103) (153,94) (153,105) (157,44) (157,155) (160,8) (160,191) (161,77) (161,122) (163,71) (163,128) (164,84) (164,115) (166,78) (166,121) (167,70) (167,129) (172,1) (172,198) (177,87) (177,112) (178,15) (178,184) (180,17) (180,182) (184,93) (184,106) (185,56) (185,143) (186,46) (186,153) (187,53) (187,146) (188,68) (188,131) (189,76) (189,123) (190,36) (190,163) (191,44) (191,155) (192,90) (192,109) (194,72) (194,127) (196,77) (196,122) (198,45) (198,154) | 21 | y2 = x3 + 187x + 121 | 178 | (0,11) (0,188) (3,50) (3,149) (6,71) (6,128) (8,61) (8,138) (9,44) (9,155) (11,46) (11,153) (13,42) (13,157) (15,27) (15,172) (16,29) (16,170) (18,31) (18,168) (21,37) (21,162) (22,82) (22,117) (23,79) (23,120) (24,18) (24,181) (25,83) (25,116) (26,79) (26,120) (27,66) (27,133) (28,65) (28,134) (34,49) (34,150) (36,66) (36,133) (37,88) (37,111) (40,89) (40,110) (41,33) (41,166) (45,34) (45,165) (48,17) (48,182) (52,3) (52,196) (54,18) (54,181) (56,12) (56,187) (57,82) (57,117) (58,78) (58,121) (63,57) (63,142) (66,71) (66,128) (67,28) (67,171) (69,7) (69,192) (70,1) (70,198) (73,49) (73,150) (74,41) (74,158) (77,47) (77,152) (78,52) (78,147) (81,97) (81,102) (83,58) (83,141) (92,49) (92,150) (94,44) (94,155) (96,44) (96,155) (98,85) (98,114) (99,36) (99,163) (100,90) (100,109) (102,80) (102,119) (108,85) (108,114) (111,22) (111,177) (112,77) (112,122) (113,92) (113,107) (115,98) (115,101) (116,96) (116,103) (120,82) (120,117) (121,18) (121,181) (122,53) (122,146) (123,97) (123,102) (124,35) (124,164) (127,71) (127,128) (130,81) (130,118) (134,10) (134,189) (135,80) (135,119) (136,66) (136,133) (141,39) (141,160) (143,59) (143,140) (145,52) (145,147) (150,79) (150,120) (153,38) (153,161) (154,9) (154,190) (155,55) (155,144) (161,80) (161,119) (163,57) (163,142) (164,75) (164,124) (166,20) (166,179) (171,14) (171,185) (172,57) (172,142) (175,52) (175,147) (179,91) (179,108) (180,16) (180,183) (182,63) (182,136) (185,27) (185,172) (186,95) (186,104) (188,64) (188,135) (191,74) (191,125) (192,85) (192,114) (194,97) (194,102) (196,54) (196,145) (198,27) (198,172) | 22 | y2 = x3 + 196x + 40 | 178 | (0,55) (0,144) (3,43) (3,156) (4,93) (4,106) (8,54) (8,145) (9,44) (9,155) (11,12) (11,187) (12,90) (12,109) (13,3) (13,196) (14,73) (14,126) (17,46) (17,153) (18,68) (18,131) (20,47) (20,152) (24,85) (24,114) (26,15) (26,184) (27,90) (27,109) (28,60) (28,139) (29,8) (29,191) (33,43) (33,156) (35,5) (35,194) (37,6) (37,193) (39,61) (39,138) (46,46) (46,153) (47,21) (47,178) (48,21) (48,178) (49,27) (49,172) (50,52) (50,147) (51,2) (51,197) (54,27) (54,172) (56,13) (56,186) (58,82) (58,117) (60,12) (60,187) (61,66) (61,133) (62,24) (62,175) (65,7) (65,192) (67,50) (67,149) (68,68) (68,131) (75,3) (75,196) (77,45) (77,154) (82,23) (82,176) (83,99) (83,100) (86,86) (86,113) (90,80) (90,119) (91,83) (91,116) (93,77) (93,122) (94,78) (94,121) (96,27) (96,172) (97,87) (97,112) (98,71) (98,128) (99,64) (99,135) (101,51) (101,148) (104,21) (104,178) (105,31) (105,168) (106,11) (106,188) (107,64) (107,135) (110,14) (110,185) (111,3) (111,196) (112,17) (112,182) (113,68) (113,131) (118,42) (118,157) (120,34) (120,165) (122,29) (122,170) (128,12) (128,187) (131,86) (131,113) (133,59) (133,140) (134,35) (134,164) (136,46) (136,153) (138,36) (138,163) (140,87) (140,112) (141,91) (141,108) (149,19) (149,180) (155,89) (155,110) (156,62) (156,137) (157,92) (157,107) (160,90) (160,109) (161,87) (161,112) (163,43) (163,156) (167,2) (167,197) (170,4) (170,195) (171,96) (171,103) (172,61) (172,138) (176,9) (176,190) (177,76) (177,123) (180,2) (180,197) (181,86) (181,113) (185,70) (185,129) (187,61) (187,138) (189,57) (189,142) (192,64) (192,135) (195,28) (195,171) | 23 | y2 = x3 + 36x + 92 | 178 | (0,93) (0,106) (2,42) (2,157) (3,25) (3,174) (6,46) (6,153) (7,17) (7,182) (11,25) (11,174) (12,62) (12,137) (16,28) (16,171) (17,29) (17,170) (18,76) (18,123) (20,97) (20,102) (25,10) (25,189) (27,38) (27,161) (29,75) (29,124) (32,88) (32,111) (33,2) (33,197) (35,7) (35,192) (40,85) (40,114) (41,21) (41,178) (42,79) (42,120) (45,74) (45,125) (53,45) (53,154) (62,85) (62,114) (65,7) (65,192) (75,1) (75,198) (78,38) (78,161) (83,73) (83,126) (84,51) (84,148) (85,24) (85,175) (86,97) (86,102) (87,98) (87,101) (88,42) (88,157) (93,97) (93,102) (94,38) (94,161) (95,49) (95,150) (97,85) (97,114) (99,7) (99,192) (101,5) (101,194) (102,83) (102,116) (106,39) (106,160) (107,19) (107,180) (109,42) (109,157) (110,89) (110,110) (112,27) (112,172) (113,39) (113,160) (116,32) (116,167) (118,99) (118,100) (119,5) (119,194) (120,52) (120,147) (122,26) (122,173) (123,89) (123,110) (126,26) (126,173) (128,51) (128,148) (129,6) (129,193) (130,6) (130,193) (131,47) (131,152) (132,81) (132,118) (135,48) (135,151) (137,83) (137,116) (139,6) (139,193) (142,92) (142,107) (144,84) (144,115) (150,26) (150,173) (151,40) (151,159) (152,68) (152,131) (154,9) (154,190) (157,50) (157,149) (159,83) (159,116) (160,8) (160,191) (161,13) (161,186) (162,65) (162,134) (165,89) (165,110) (166,58) (166,141) (167,20) (167,179) (170,23) (170,176) (175,54) (175,145) (176,80) (176,119) (178,5) (178,194) (179,39) (179,160) (180,67) (180,132) (182,61) (182,138) (183,14) (183,185) (184,82) (184,117) (185,25) (185,174) (186,51) (186,148) (187,11) (187,188) (189,18) (189,181) (192,33) (192,166) (193,43) (193,156) | 24 | y2 = x3 + 81x + 187 | 178 | (0,28) (0,171) (1,95) (1,104) (2,77) (2,122) (4,66) (4,133) (7,36) (7,163) (9,75) (9,124) (10,87) (10,112) (15,1) (15,198) (16,87) (16,112) (18,78) (18,121) (19,25) (19,174) (20,97) (20,102) (21,76) (21,123) (22,94) (22,105) (24,45) (24,154) (25,46) (25,153) (30,31) (30,168) (31,98) (31,101) (32,18) (32,181) (34,16) (34,183) (36,3) (36,196) (38,32) (38,167) (40,31) (40,168) (46,82) (46,117) (47,77) (47,122) (48,21) (48,178) (50,22) (50,177) (51,16) (51,183) (56,29) (56,170) (57,56) (57,143) (58,20) (58,179) (59,20) (59,179) (60,82) (60,117) (62,89) (62,110) (63,47) (63,152) (67,64) (67,135) (70,72) (70,127) (72,42) (72,157) (73,36) (73,163) (74,79) (74,120) (82,20) (82,179) (83,76) (83,123) (89,12) (89,187) (90,66) (90,133) (93,82) (93,117) (95,76) (95,123) (96,69) (96,130) (102,80) (102,119) (105,66) (105,133) (106,60) (106,139) (110,35) (110,164) (114,16) (114,183) (119,36) (119,163) (120,55) (120,144) (122,93) (122,106) (125,74) (125,125) (128,59) (128,140) (129,31) (129,168) (131,55) (131,144) (134,84) (134,115) (135,64) (135,135) (136,73) (136,126) (138,10) (138,189) (139,60) (139,139) (143,54) (143,145) (147,55) (147,144) (149,41) (149,158) (150,77) (150,122) (151,27) (151,172) (153,60) (153,139) (155,81) (155,118) (156,58) (156,141) (158,88) (158,111) (159,72) (159,127) (167,99) (167,100) (168,83) (168,116) (169,72) (169,127) (170,48) (170,151) (171,65) (171,134) (172,40) (172,159) (173,87) (173,112) (174,7) (174,192) (175,90) (175,109) (181,85) (181,114) (182,71) (182,128) (185,17) (185,182) (186,11) (186,188) (190,91) (190,108) (196,64) (196,135) | 25 | y2 = x3 + 58x + 117 | 178 | (0,52) (0,147) (7,95) (7,104) (8,59) (8,140) (14,84) (14,115) (17,65) (17,134) (18,25) (18,174) (20,83) (20,116) (21,7) (21,192) (23,22) (23,177) (24,72) (24,127) (30,20) (30,179) (31,57) (31,142) (32,48) (32,151) (33,77) (33,122) (34,1) (34,198) (36,92) (36,107) (38,94) (38,105) (39,40) (39,159) (42,15) (42,184) (43,54) (43,145) (44,33) (44,166) (45,83) (45,116) (47,20) (47,179) (48,62) (48,137) (49,51) (49,148) (51,40) (51,159) (52,62) (52,137) (53,80) (53,119) (56,94) (56,105) (60,10) (60,189) (62,16) (62,183) (65,67) (65,132) (70,11) (70,188) (71,31) (71,168) (73,12) (73,187) (74,84) (74,115) (77,86) (77,113) (78,1) (78,198) (82,6) (82,193) (83,4) (83,195) (86,88) (86,111) (87,1) (87,198) (92,9) (92,190) (97,35) (97,164) (98,56) (98,143) (99,62) (99,137) (102,2) (102,197) (103,61) (103,138) (105,94) (105,105) (109,40) (109,159) (110,60) (110,139) (111,84) (111,115) (113,98) (113,101) (114,56) (114,143) (119,9) (119,190) (122,20) (122,179) (126,17) (126,182) (127,14) (127,185) (134,83) (134,116) (135,18) (135,181) (137,66) (137,133) (138,55) (138,144) (144,10) (144,189) (145,78) (145,121) (152,86) (152,113) (154,67) (154,132) (155,90) (155,109) (156,30) (156,169) (157,3) (157,196) (159,8) (159,191) (162,75) (162,124) (163,39) (163,160) (168,13) (168,186) (169,86) (169,113) (170,48) (170,151) (171,53) (171,146) (172,34) (172,165) (175,5) (175,194) (179,67) (179,132) (180,64) (180,135) (181,87) (181,112) (182,63) (182,136) (184,38) (184,161) (186,56) (186,143) (187,9) (187,190) (194,10) (194,189) (195,47) (195,152) (196,48) (196,151) (198,43) (198,156) | 26 | y2 = x3 + 123x + 114 | 178 | (0,78) (0,121) (2,13) (2,186) (3,50) (3,149) (5,43) (5,156) (7,70) (7,129) (8,60) (8,139) (10,73) (10,126) (15,89) (15,110) (16,3) (16,196) (18,1) (18,198) (21,60) (21,139) (30,77) (30,122) (33,67) (33,132) (35,23) (35,176) (40,58) (40,141) (41,99) (41,100) (44,31) (44,168) (46,15) (46,184) (50,83) (50,116) (52,16) (52,183) (53,84) (53,115) (54,29) (54,170) (55,70) (55,129) (62,30) (62,169) (66,51) (66,148) (68,27) (68,172) (69,2) (69,197) (70,84) (70,115) (71,1) (71,198) (74,91) (74,108) (75,58) (75,141) (76,84) (76,115) (79,14) (79,185) (83,45) (83,154) (84,58) (84,141) (85,86) (85,113) (87,9) (87,190) (88,41) (88,158) (89,25) (89,174) (90,74) (90,125) (91,11) (91,188) (93,72) (93,127) (94,93) (94,106) (102,8) (102,191) (103,57) (103,142) (107,90) (107,109) (109,18) (109,181) (110,1) (110,198) (111,61) (111,138) (113,35) (113,164) (116,81) (116,118) (119,98) (119,101) (120,80) (120,119) (125,92) (125,107) (127,17) (127,182) (128,25) (128,174) (130,5) (130,194) (132,82) (132,117) (136,53) (136,146) (137,70) (137,129) (138,98) (138,101) (140,72) (140,127) (141,98) (141,101) (142,12) (142,187) (144,30) (144,169) (148,93) (148,106) (151,86) (151,113) (155,62) (155,137) (156,93) (156,106) (157,96) (157,103) (158,24) (158,175) (162,86) (162,113) (165,72) (165,127) (166,52) (166,147) (167,15) (167,184) (169,95) (169,104) (170,60) (170,139) (173,6) (173,193) (176,21) (176,178) (179,20) (179,179) (180,79) (180,120) (181,25) (181,174) (183,47) (183,152) (185,15) (185,184) (187,33) (187,166) (192,30) (192,169) (193,73) (193,126) (195,73) (195,126) (196,64) (196,135) | 27 | y2 = x3 + 26x + 144 | 178 | (0,12) (0,187) (2,76) (2,123) (3,99) (3,100) (5,1) (5,198) (7,79) (7,120) (9,50) (9,149) (11,13) (11,186) (13,93) (13,106) (15,39) (15,160) (16,26) (16,173) (17,46) (17,153) (21,1) (21,198) (24,57) (24,142) (27,80) (27,119) (29,51) (29,148) (30,8) (30,191) (33,70) (33,129) (36,37) (36,162) (39,58) (39,141) (40,67) (40,132) (42,36) (42,163) (44,92) (44,107) (45,74) (45,125) (47,52) (47,147) (49,57) (49,142) (50,26) (50,173) (52,60) (52,139) (56,92) (56,107) (57,82) (57,117) (62,17) (62,182) (63,33) (63,166) (66,72) (66,127) (67,13) (67,186) (76,50) (76,149) (79,18) (79,181) (80,40) (80,159) (81,42) (81,157) (82,15) (82,184) (88,90) (88,109) (91,94) (91,105) (94,77) (94,122) (96,45) (96,154) (99,92) (99,107) (100,88) (100,111) (101,96) (101,103) (104,24) (104,175) (105,54) (105,145) (106,48) (106,151) (107,61) (107,138) (108,3) (108,196) (113,29) (113,170) (114,50) (114,149) (116,48) (116,151) (117,62) (117,137) (118,64) (118,135) (119,9) (119,190) (121,13) (121,186) (126,57) (126,142) (127,61) (127,138) (131,73) (131,126) (133,26) (133,173) (138,32) (138,167) (139,84) (139,115) (142,23) (142,176) (143,88) (143,111) (148,33) (148,166) (149,72) (149,127) (153,52) (153,147) (155,88) (155,111) (156,78) (156,121) (159,66) (159,133) (161,2) (161,197) (162,95) (162,104) (164,61) (164,138) (167,37) (167,162) (168,81) (168,118) (169,5) (169,194) (172,16) (172,183) (173,1) (173,198) (174,28) (174,171) (176,48) (176,151) (181,49) (181,150) (182,19) (182,180) (183,72) (183,127) (184,89) (184,110) (186,14) (186,185) (187,33) (187,166) (195,37) (195,162) (198,52) (198,147) | 28 | y2 = x3 + 161x + 172 | 178 | (0,42) (0,157) (2,30) (2,169) (6,89) (6,110) (7,99) (7,100) (9,34) (9,165) (11,17) (11,182) (12,38) (12,161) (17,85) (17,114) (19,90) (19,109) (20,7) (20,192) (23,91) (23,108) (25,11) (25,188) (27,83) (27,116) (28,31) (28,168) (30,19) (30,180) (34,37) (34,162) (35,46) (35,153) (39,10) (39,189) (42,32) (42,167) (44,30) (44,169) (47,91) (47,108) (50,84) (50,115) (54,31) (54,168) (56,27) (56,172) (58,99) (58,100) (59,54) (59,145) (62,54) (62,145) (63,95) (63,104) (68,28) (68,171) (70,53) (70,146) (74,87) (74,112) (75,74) (75,125) (76,98) (76,101) (78,54) (78,145) (79,79) (79,120) (80,17) (80,182) (83,62) (83,137) (84,68) (84,131) (86,90) (86,109) (87,96) (87,103) (93,47) (93,152) (94,90) (94,109) (95,25) (95,174) (98,56) (98,143) (100,24) (100,175) (101,81) (101,118) (102,60) (102,139) (103,16) (103,183) (104,52) (104,147) (105,76) (105,123) (106,18) (106,181) (108,17) (108,182) (113,76) (113,123) (114,40) (114,159) (115,59) (115,140) (117,31) (117,168) (122,22) (122,177) (126,63) (126,136) (129,91) (129,108) (131,82) (131,117) (132,16) (132,183) (134,99) (134,100) (135,73) (135,126) (138,58) (138,141) (139,24) (139,175) (142,15) (142,184) (143,49) (143,150) (144,96) (144,103) (150,2) (150,197) (151,43) (151,156) (152,53) (152,146) (153,30) (153,169) (157,64) (157,135) (159,24) (159,175) (160,29) (160,170) (163,16) (163,183) (165,13) (165,186) (166,48) (166,151) (167,96) (167,103) (168,4) (168,195) (169,88) (169,111) (176,53) (176,146) (177,67) (177,132) (180,76) (180,123) (186,85) (186,114) (187,33) (187,166) (193,69) (193,130) (195,85) (195,114) (198,72) (198,127) | 29 | y2 = x3 + 145x + 182 | 178 | (0,88) (0,111) (3,68) (3,131) (8,62) (8,137) (10,29) (10,170) (11,83) (11,116) (14,58) (14,141) (15,89) (15,110) (16,35) (16,164) (19,29) (19,170) (22,17) (22,182) (23,19) (23,180) (26,6) (26,193) (28,18) (28,181) (30,17) (30,182) (32,24) (32,175) (41,5) (41,194) (43,73) (43,126) (44,87) (44,112) (45,83) (45,116) (46,67) (46,132) (48,18) (48,181) (51,27) (51,172) (53,23) (53,176) (55,3) (55,196) (57,49) (57,150) (61,81) (61,118) (68,30) (68,169) (76,55) (76,144) (77,35) (77,164) (78,22) (78,177) (80,51) (80,148) (81,59) (81,140) (84,92) (84,107) (85,58) (85,141) (88,74) (88,125) (89,8) (89,191) (90,34) (90,165) (91,20) (91,179) (97,66) (97,133) (99,69) (99,130) (100,58) (100,141) (102,28) (102,171) (105,46) (105,153) (106,35) (106,164) (109,2) (109,197) (111,96) (111,103) (112,93) (112,106) (114,69) (114,130) (117,33) (117,166) (119,56) (119,143) (121,26) (121,173) (123,18) (123,181) (124,43) (124,156) (126,42) (126,157) (128,46) (128,153) (129,43) (129,156) (131,85) (131,114) (132,12) (132,187) (136,59) (136,140) (143,83) (143,116) (145,43) (145,156) (147,17) (147,182) (148,86) (148,113) (150,20) (150,179) (151,55) (151,144) (152,63) (152,136) (155,77) (155,122) (156,72) (156,127) (157,20) (157,179) (158,90) (158,109) (159,80) (159,119) (163,65) (163,134) (165,46) (165,153) (166,97) (166,102) (168,70) (168,129) (170,29) (170,170) (171,55) (171,144) (172,71) (172,128) (174,6) (174,193) (179,25) (179,174) (181,59) (181,140) (184,76) (184,123) (185,69) (185,130) (186,94) (186,105) (191,36) (191,163) (192,60) (192,139) (193,84) (193,115) (194,39) (194,160) (198,6) (198,193) | 30 | y2 = x3 + 172x + 114 | 178 | (0,78) (0,121) (4,95) (4,104) (5,30) (5,169) (12,18) (12,181) (13,13) (13,186) (14,93) (14,106) (16,14) (16,185) (19,93) (19,106) (21,98) (21,101) (25,61) (25,138) (30,6) (30,193) (31,51) (31,148) (32,24) (32,175) (36,25) (36,174) (37,60) (37,139) (38,35) (38,164) (42,45) (42,154) (44,27) (44,172) (46,84) (46,115) (49,5) (49,194) (52,60) (52,139) (54,30) (54,169) (55,86) (55,113) (57,84) (57,115) (58,86) (58,113) (59,70) (59,129) (61,58) (61,141) (62,82) (62,117) (65,73) (65,126) (66,8) (66,191) (68,9) (68,190) (69,20) (69,179) (77,98) (77,101) (80,64) (80,135) (81,25) (81,174) (82,25) (82,174) (83,91) (83,108) (84,52) (84,147) (86,86) (86,113) (87,31) (87,168) (88,53) (88,146) (94,11) (94,188) (95,47) (95,152) (96,84) (96,115) (100,15) (100,184) (101,98) (101,101) (104,3) (104,196) (107,72) (107,127) (108,15) (108,184) (110,60) (110,139) (112,62) (112,137) (114,72) (114,127) (115,67) (115,132) (116,92) (116,107) (117,1) (117,198) (118,1) (118,198) (119,50) (119,149) (121,33) (121,166) (125,96) (125,103) (126,83) (126,116) (127,12) (127,187) (128,23) (128,176) (129,17) (129,182) (132,43) (132,156) (139,16) (139,183) (140,30) (140,169) (145,70) (145,129) (148,58) (148,141) (149,21) (149,178) (150,2) (150,197) (152,29) (152,170) (157,81) (157,118) (160,73) (160,126) (163,1) (163,198) (166,93) (166,106) (167,99) (167,100) (172,57) (172,142) (173,73) (173,126) (174,41) (174,158) (175,79) (175,120) (177,72) (177,127) (183,80) (183,119) (187,74) (187,125) (189,58) (189,141) (190,15) (190,184) (194,70) (194,129) (195,77) (195,122) (197,89) (197,110) (198,90) (198,109) | 31 | y2 = x3 + 144x + 139 | 178 | (0,61) (0,138) (3,1) (3,198) (4,88) (4,111) (5,63) (5,136) (6,5) (6,194) (12,49) (12,150) (13,32) (13,167) (14,83) (14,116) (15,36) (15,163) (19,88) (19,111) (21,22) (21,177) (22,5) (22,194) (24,92) (24,107) (25,85) (25,114) (27,32) (27,167) (32,74) (32,125) (33,86) (33,113) (34,34) (34,165) (36,55) (36,144) (37,20) (37,179) (39,1) (39,198) (40,99) (40,100) (41,90) (41,109) (45,45) (45,154) (47,22) (47,177) (50,2) (50,197) (53,45) (53,154) (54,72) (54,127) (57,50) (57,149) (58,15) (58,184) (59,41) (59,158) (61,41) (61,158) (63,89) (63,110) (64,62) (64,137) (65,56) (65,143) (66,80) (66,119) (70,81) (70,118) (71,70) (71,129) (75,63) (75,136) (79,41) (79,158) (80,17) (80,182) (82,44) (82,155) (84,24) (84,175) (85,98) (85,101) (89,23) (89,176) (90,25) (90,174) (101,45) (101,154) (103,8) (103,191) (105,66) (105,133) (106,9) (106,190) (109,38) (109,161) (115,10) (115,189) (119,63) (119,136) (121,78) (121,121) (123,77) (123,122) (124,17) (124,182) (125,13) (125,186) (130,81) (130,118) (131,22) (131,177) (133,68) (133,131) (135,4) (135,195) (141,75) (141,124) (150,40) (150,159) (151,29) (151,170) (153,16) (153,183) (156,72) (156,127) (157,1) (157,198) (159,32) (159,167) (161,93) (161,106) (165,52) (165,147) (166,65) (166,134) (167,37) (167,162) (168,50) (168,149) (169,96) (169,103) (170,35) (170,164) (171,5) (171,194) (172,99) (172,100) (173,50) (173,149) (174,60) (174,139) (175,42) (175,157) (176,88) (176,111) (179,76) (179,123) (185,73) (185,126) (186,99) (186,100) (187,71) (187,128) (188,72) (188,127) (190,30) (190,169) (194,17) (194,182) (198,81) (198,118) | 32 | y2 = x3 + 157x + 103 | 178 | (0,74) (0,125) (1,96) (1,103) (3,2) (3,197) (5,60) (5,139) (8,94) (8,105) (9,97) (9,102) (10,22) (10,177) (13,19) (13,180) (14,95) (14,104) (15,96) (15,103) (16,12) (16,187) (17,83) (17,116) (18,76) (18,123) (21,70) (21,129) (23,89) (23,110) (25,56) (25,143) (26,95) (26,104) (27,44) (27,155) (30,42) (30,157) (33,25) (33,174) (34,13) (34,186) (35,64) (35,135) (37,7) (37,192) (38,68) (38,131) (41,55) (41,144) (44,43) (44,156) (47,8) (47,191) (48,5) (48,194) (52,53) (52,146) (53,84) (53,115) (54,26) (54,173) (60,97) (60,102) (61,99) (61,100) (64,62) (64,137) (66,43) (66,156) (68,29) (68,170) (70,79) (70,120) (71,4) (71,195) (72,28) (72,171) (73,81) (73,118) (74,55) (74,144) (75,27) (75,172) (77,94) (77,105) (82,58) (82,141) (84,55) (84,144) (85,46) (85,153) (86,18) (86,181) (87,21) (87,178) (89,43) (89,156) (91,47) (91,152) (96,86) (96,113) (111,11) (111,188) (113,9) (113,190) (114,94) (114,105) (117,15) (117,184) (120,11) (120,188) (122,46) (122,153) (126,49) (126,150) (130,97) (130,102) (131,34) (131,165) (132,16) (132,183) (140,88) (140,111) (144,51) (144,148) (146,48) (146,151) (150,23) (150,176) (153,47) (153,152) (154,47) (154,152) (157,4) (157,195) (159,95) (159,104) (160,27) (160,172) (162,82) (162,117) (163,27) (163,172) (164,17) (164,182) (166,24) (166,175) (167,11) (167,188) (170,4) (170,195) (171,53) (171,146) (172,85) (172,114) (175,53) (175,146) (176,65) (176,134) (177,54) (177,145) (181,20) (181,179) (183,96) (183,103) (184,12) (184,187) (191,46) (191,153) (193,61) (193,138) (194,63) (194,136) (195,40) (195,159) (198,12) (198,187) | 33 | y2 = x3 + 51x + 140 | 178 | (0,90) (0,109) (2,38) (2,161) (3,11) (3,188) (4,72) (4,127) (5,91) (5,108) (6,57) (6,142) (8,57) (8,142) (10,43) (10,156) (12,93) (12,106) (14,4) (14,195) (18,70) (18,129) (19,40) (19,159) (21,70) (21,129) (22,13) (22,186) (24,8) (24,191) (25,18) (25,181) (27,92) (27,107) (30,51) (30,148) (31,95) (31,104) (34,69) (34,130) (35,5) (35,194) (37,12) (37,187) (38,6) (38,193) (40,50) (40,149) (43,38) (43,161) (44,40) (44,159) (46,83) (46,116) (47,33) (47,166) (49,93) (49,106) (50,23) (50,176) (51,79) (51,120) (59,37) (59,162) (61,63) (61,136) (66,8) (66,191) (67,7) (67,192) (70,98) (70,101) (71,41) (71,158) (74,81) (74,118) (76,60) (76,139) (77,78) (77,121) (79,92) (79,107) (80,51) (80,148) (81,2) (81,197) (84,39) (84,160) (86,1) (86,198) (89,51) (89,148) (91,19) (91,180) (92,16) (92,183) (93,92) (93,107) (94,64) (94,135) (96,21) (96,178) (100,84) (100,115) (104,28) (104,171) (109,8) (109,191) (113,94) (113,105) (114,42) (114,157) (116,15) (116,184) (123,62) (123,137) (127,46) (127,153) (129,32) (129,167) (131,21) (131,178) (132,80) (132,119) (134,2) (134,197) (136,40) (136,159) (138,93) (138,106) (145,52) (145,147) (147,89) (147,110) (148,3) (148,196) (150,63) (150,136) (151,27) (151,172) (153,82) (153,117) (154,38) (154,161) (160,70) (160,129) (161,29) (161,170) (163,76) (163,123) (164,97) (164,102) (166,23) (166,176) (171,21) (171,178) (174,73) (174,126) (177,67) (177,132) (182,23) (182,176) (183,2) (183,197) (185,57) (185,142) (186,71) (186,128) (187,63) (187,136) (189,53) (189,146) (191,4) (191,195) (193,4) (193,195) (194,77) (194,122) | 34 | y2 = x3 + 80x + 40 | 178 | (0,55) (0,144) (1,11) (1,188) (2,3) (2,196) (4,15) (4,184) (6,61) (6,138) (10,7) (10,192) (11,96) (11,103) (14,83) (14,116) (16,21) (16,178) (17,12) (17,187) (19,85) (19,114) (21,6) (21,193) (23,52) (23,147) (24,62) (24,137) (30,28) (30,171) (32,44) (32,155) (35,12) (35,187) (36,5) (36,194) (37,91) (37,108) (38,21) (38,178) (40,66) (40,133) (41,2) (41,197) (43,2) (43,197) (48,68) (48,131) (49,47) (49,152) (51,43) (51,156) (53,46) (53,153) (61,71) (61,128) (63,3) (63,196) (64,68) (64,131) (71,43) (71,156) (73,9) (73,190) (74,99) (74,100) (75,57) (75,142) (76,27) (76,172) (77,43) (77,156) (80,29) (80,170) (81,8) (81,191) (86,87) (86,112) (87,68) (87,131) (90,61) (90,138) (91,78) (91,121) (93,64) (93,135) (94,73) (94,126) (95,34) (95,165) (96,90) (96,109) (97,59) (97,140) (103,61) (103,138) (105,70) (105,129) (108,31) (108,168) (109,90) (109,109) (110,42) (110,157) (112,86) (112,113) (115,2) (115,197) (116,92) (116,107) (118,4) (118,195) (119,45) (119,154) (121,80) (121,119) (130,27) (130,172) (131,89) (131,110) (132,24) (132,175) (134,3) (134,196) (135,86) (135,113) (138,51) (138,148) (139,54) (139,145) (144,87) (144,112) (145,21) (145,178) (147,12) (147,187) (151,86) (151,113) (152,64) (152,135) (153,64) (153,135) (155,17) (155,182) (159,36) (159,163) (162,82) (162,117) (165,76) (165,123) (168,87) (168,112) (169,93) (169,106) (170,14) (170,185) (171,46) (171,153) (174,46) (174,153) (176,19) (176,180) (177,13) (177,186) (181,23) (181,176) (188,60) (188,139) (189,35) (189,164) (192,27) (192,172) (193,90) (193,109) (194,50) (194,149) (198,77) (198,122) | 35 | y2 = x3 + 79x + 157 | 178 | (0,82) (0,117) (2,70) (2,129) (3,53) (3,146) (4,61) (4,138) (5,94) (5,105) (6,38) (6,161) (7,43) (7,156) (9,76) (9,123) (12,68) (12,131) (15,90) (15,109) (16,12) (16,187) (17,29) (17,170) (21,27) (21,172) (25,65) (25,134) (26,22) (26,177) (28,21) (28,178) (32,35) (32,164) (34,77) (34,122) (36,92) (36,107) (38,91) (38,108) (41,94) (41,105) (44,62) (44,137) (46,45) (46,154) (48,64) (48,135) (50,73) (50,126) (51,70) (51,129) (52,1) (52,198) (54,10) (54,189) (56,36) (56,163) (57,87) (57,112) (59,75) (59,124) (60,87) (60,112) (61,91) (61,108) (63,62) (63,137) (64,10) (64,189) (65,83) (65,116) (67,56) (67,143) (71,30) (71,169) (73,18) (73,181) (77,59) (77,140) (81,10) (81,189) (82,87) (82,112) (83,40) (83,159) (85,52) (85,147) (91,90) (91,109) (92,62) (92,137) (93,90) (93,109) (94,24) (94,175) (96,34) (96,165) (100,91) (100,108) (102,14) (102,185) (104,23) (104,176) (107,98) (107,101) (119,86) (119,113) (121,25) (121,174) (124,40) (124,159) (127,52) (127,147) (136,98) (136,101) (140,96) (140,103) (143,49) (143,150) (146,70) (146,129) (147,78) (147,121) (152,9) (152,190) (153,94) (153,105) (154,20) (154,179) (155,98) (155,101) (157,19) (157,180) (158,45) (158,154) (162,50) (162,149) (163,3) (163,196) (166,47) (166,152) (168,73) (168,126) (169,55) (169,144) (171,79) (171,120) (172,80) (172,119) (173,32) (173,167) (175,77) (175,122) (176,74) (176,125) (178,88) (178,111) (180,73) (180,126) (182,95) (182,104) (186,52) (186,147) (189,77) (189,122) (191,40) (191,159) (192,16) (192,183) (193,8) (193,191) (194,45) (194,154) (195,37) (195,162) (196,93) (196,106) | 36 | y2 = x3 + 16x + 157 | 178 | (0,82) (0,117) (3,86) (3,113) (4,22) (4,177) (8,1) (8,198) (9,45) (9,154) (10,83) (10,116) (11,79) (11,120) (14,90) (14,109) (16,23) (16,176) (22,49) (22,150) (23,73) (23,126) (25,62) (25,137) (26,55) (26,144) (28,95) (28,104) (30,37) (30,162) (31,14) (31,185) (32,76) (32,123) (38,64) (38,135) (39,20) (39,179) (40,91) (40,108) (43,73) (43,126) (45,8) (45,191) (46,91) (46,108) (47,43) (47,156) (53,45) (53,154) (54,9) (54,190) (55,75) (55,124) (58,88) (58,111) (59,52) (59,147) (60,40) (60,159) (62,94) (62,105) (65,40) (65,159) (68,62) (68,137) (70,87) (70,112) (71,3) (71,196) (73,74) (73,125) (74,40) (74,159) (75,77) (75,122) (76,34) (76,165) (77,53) (77,146) (79,12) (79,187) (89,10) (89,189) (91,24) (91,175) (93,98) (93,101) (99,70) (99,129) (103,80) (103,119) (106,62) (106,137) (109,68) (109,131) (111,65) (111,134) (113,91) (113,108) (115,70) (115,129) (116,19) (116,180) (117,10) (117,189) (119,59) (119,140) (122,93) (122,106) (128,92) (128,107) (131,98) (131,101) (133,73) (133,126) (137,45) (137,154) (141,27) (141,172) (142,52) (142,147) (143,77) (143,122) (144,96) (144,103) (146,94) (146,105) (147,87) (147,112) (148,47) (148,152) (149,18) (149,181) (152,16) (152,183) (154,38) (154,161) (158,35) (158,164) (164,30) (164,169) (169,61) (169,138) (171,29) (171,170) (174,98) (174,101) (177,36) (177,163) (178,50) (178,149) (180,77) (180,122) (181,87) (181,112) (184,70) (184,129) (186,90) (186,109) (187,25) (187,174) (188,21) (188,178) (190,94) (190,105) (191,78) (191,121) (192,10) (192,189) (194,56) (194,143) (195,32) (195,167) (197,52) (197,147) (198,90) (198,109) | 37 | y2 = x3 + 90x + 121 | 178 | (0,11) (0,188) (1,49) (1,150) (3,47) (3,152) (6,9) (6,190) (10,35) (10,164) (14,44) (14,155) (15,95) (15,104) (17,14) (17,185) (21,39) (21,160) (22,49) (22,150) (25,22) (25,177) (27,44) (27,155) (28,64) (28,135) (29,97) (29,102) (31,71) (31,128) (34,59) (34,140) (35,66) (35,133) (37,37) (37,162) (38,92) (38,107) (39,71) (39,128) (40,85) (40,114) (42,58) (42,141) (43,52) (43,147) (47,52) (47,147) (49,81) (49,118) (50,79) (50,120) (51,98) (51,101) (52,61) (52,138) (53,90) (53,109) (54,85) (54,114) (57,1) (57,198) (61,89) (61,110) (63,83) (63,116) (66,80) (66,119) (67,97) (67,102) (69,91) (69,108) (71,75) (71,124) (72,82) (72,117) (75,10) (75,189) (76,66) (76,133) (80,54) (80,145) (83,41) (83,158) (84,20) (84,179) (88,66) (88,133) (90,18) (90,181) (93,27) (93,172) (99,38) (99,161) (103,97) (103,102) (104,29) (104,170) (105,85) (105,114) (108,27) (108,172) (109,52) (109,147) (111,57) (111,142) (112,55) (112,144) (113,17) (113,182) (117,31) (117,168) (119,50) (119,149) (123,57) (123,142) (129,71) (129,128) (131,77) (131,122) (137,28) (137,171) (139,3) (139,196) (141,88) (141,111) (143,82) (143,117) (146,36) (146,163) (147,74) (147,125) (150,7) (150,192) (151,80) (151,119) (152,18) (152,181) (156,18) (156,181) (157,96) (157,103) (158,44) (158,155) (164,57) (164,142) (165,12) (165,187) (167,33) (167,166) (169,79) (169,120) (171,46) (171,153) (175,16) (175,183) (176,49) (176,150) (178,78) (178,121) (179,79) (179,120) (181,80) (181,119) (182,65) (182,134) (183,82) (183,117) (184,42) (184,157) (188,63) (188,136) (193,34) (193,165) (196,53) (196,146) (197,27) (197,172) | 38 | y2 = x3 + 64x + 62 | 178 | (0,96) (0,103) (6,57) (6,142) (7,16) (7,183) (8,84) (8,115) (13,92) (13,107) (16,40) (16,159) (18,9) (18,190) (19,66) (19,133) (20,63) (20,136) (22,24) (22,175) (23,13) (23,186) (27,58) (27,141) (28,18) (28,181) (31,14) (31,185) (32,75) (32,124) (33,36) (33,163) (35,2) (35,197) (39,28) (39,171) (44,30) (44,169) (45,61) (45,138) (46,65) (46,134) (50,92) (50,107) (52,11) (52,188) (56,19) (56,180) (57,98) (57,101) (60,87) (60,112) (62,37) (62,162) (63,60) (63,139) (64,55) (64,144) (67,65) (67,134) (75,9) (75,190) (76,27) (76,172) (78,4) (78,195) (80,58) (80,141) (83,85) (83,114) (85,90) (85,109) (86,65) (86,134) (87,95) (87,104) (89,59) (89,140) (90,78) (90,121) (92,58) (92,141) (93,21) (93,178) (94,71) (94,128) (95,97) (95,102) (97,89) (97,110) (99,76) (99,123) (105,43) (105,156) (106,9) (106,190) (108,38) (108,161) (109,72) (109,127) (110,15) (110,184) (116,62) (116,137) (117,7) (117,192) (118,90) (118,109) (120,8) (120,191) (124,21) (124,178) (129,6) (129,193) (130,8) (130,191) (136,92) (136,107) (139,52) (139,147) (140,97) (140,102) (142,79) (142,120) (143,34) (143,165) (146,25) (146,174) (148,8) (148,191) (149,60) (149,139) (150,95) (150,104) (152,33) (152,166) (154,69) (154,130) (155,47) (155,152) (157,10) (157,189) (158,82) (158,117) (161,95) (161,104) (163,97) (163,102) (169,14) (169,185) (173,18) (173,181) (175,5) (175,194) (177,44) (177,155) (178,2) (178,197) (181,21) (181,178) (182,35) (182,164) (183,64) (183,135) (185,2) (185,197) (186,60) (186,139) (189,51) (189,148) (191,86) (191,113) (195,90) (195,109) (197,18) (197,181) (198,14) (198,185) | 39 | y2 = x3 + 98x + 1 | 178 | (0,1) (0,198) (1,10) (1,189) (3,83) (3,116) (6,3) (6,196) (7,45) (7,154) (8,74) (8,125) (9,47) (9,152) (13,41) (13,158) (15,95) (15,104) (17,49) (17,150) (18,45) (18,154) (19,31) (19,168) (23,33) (23,166) (24,43) (24,156) (26,15) (26,184) (30,84) (30,115) (34,38) (34,161) (38,84) (38,115) (40,96) (40,103) (41,92) (41,107) (45,4) (45,195) (53,65) (53,134) (55,32) (55,167) (59,53) (59,146) (61,54) (61,145) (62,86) (62,113) (64,31) (64,168) (65,40) (65,159) (71,74) (71,125) (72,4) (72,195) (73,19) (73,180) (75,88) (75,111) (78,47) (78,152) (79,59) (79,140) (80,75) (80,124) (81,17) (81,182) (82,4) (82,195) (83,6) (83,193) (86,83) (86,116) (90,39) (90,160) (91,11) (91,188) (92,62) (92,137) (97,51) (97,148) (99,46) (99,153) (102,28) (102,171) (104,89) (104,110) (105,69) (105,130) (108,94) (108,105) (110,83) (110,116) (112,47) (112,152) (114,60) (114,139) (115,29) (115,170) (116,31) (116,168) (118,67) (118,132) (120,74) (120,125) (125,98) (125,101) (128,59) (128,140) (129,88) (129,111) (130,29) (130,170) (131,84) (131,115) (134,81) (134,118) (135,6) (135,193) (136,93) (136,106) (140,24) (140,175) (142,62) (142,137) (144,42) (144,157) (146,73) (146,126) (151,18) (151,181) (153,29) (153,170) (157,2) (157,197) (159,61) (159,138) (162,7) (162,192) (164,62) (164,137) (166,86) (166,113) (167,64) (167,135) (168,87) (168,112) (170,86) (170,113) (171,58) (171,141) (173,37) (173,162) (174,45) (174,154) (177,27) (177,172) (178,5) (178,194) (180,6) (180,193) (182,63) (182,136) (184,23) (184,176) (185,8) (185,191) (186,50) (186,149) (191,59) (191,140) (194,88) (194,111) | 40 | y2 = x3 + 14x + 116 | 178 | (0,64) (0,135) (1,23) (1,176) (5,50) (5,149) (6,60) (6,139) (9,37) (9,162) (10,96) (10,103) (11,3) (11,196) (16,43) (16,156) (18,35) (18,164) (28,42) (28,157) (29,6) (29,193) (33,59) (33,140) (37,12) (37,187) (40,1) (40,198) (41,89) (41,110) (43,25) (43,174) (45,27) (45,172) (46,63) (46,136) (47,91) (47,108) (48,61) (48,138) (49,65) (49,134) (51,56) (51,143) (52,19) (52,180) (54,23) (54,176) (58,5) (58,194) (59,82) (59,117) (60,65) (60,134) (62,78) (62,121) (63,92) (63,107) (65,6) (65,193) (69,68) (69,131) (70,5) (70,194) (71,5) (71,194) (72,75) (72,124) (73,48) (73,151) (74,60) (74,139) (79,12) (79,187) (82,3) (82,196) (83,12) (83,187) (84,58) (84,141) (85,83) (85,116) (86,24) (86,175) (88,38) (88,161) (89,94) (89,105) (90,65) (90,134) (94,14) (94,185) (96,7) (96,192) (97,90) (97,109) (101,4) (101,195) (102,93) (102,106) (105,6) (105,193) (106,3) (106,196) (112,94) (112,105) (115,98) (115,101) (118,57) (118,142) (119,60) (119,139) (123,57) (123,142) (124,71) (124,128) (126,52) (126,147) (128,40) (128,159) (129,40) (129,159) (133,68) (133,131) (134,14) (134,185) (136,46) (136,153) (141,40) (141,159) (144,23) (144,176) (146,44) (146,155) (147,95) (147,104) (148,9) (148,190) (149,69) (149,130) (154,10) (154,189) (156,76) (156,123) (157,57) (157,142) (158,79) (158,120) (159,80) (159,119) (168,61) (168,138) (169,77) (169,122) (170,14) (170,185) (173,22) (173,177) (174,85) (174,114) (180,73) (180,126) (181,20) (181,179) (182,61) (182,138) (185,34) (185,165) (186,18) (186,181) (190,16) (190,183) (191,41) (191,158) (196,68) (196,131) (197,94) (197,105) | 41 | y2 = x3 + 125x + 103 | 178 | (0,74) (0,125) (2,19) (2,180) (4,95) (4,104) (5,16) (5,183) (8,53) (8,146) (11,53) (11,146) (13,12) (13,187) (14,47) (14,152) (18,15) (18,184) (20,97) (20,102) (21,7) (21,192) (29,43) (29,156) (30,40) (30,159) (32,97) (32,102) (36,64) (36,135) (38,5) (38,194) (39,47) (39,152) (40,99) (40,100) (41,11) (41,188) (42,55) (42,144) (44,21) (44,178) (45,61) (45,138) (48,9) (48,190) (50,49) (50,150) (51,25) (51,174) (57,28) (57,171) (59,46) (59,153) (60,46) (60,153) (62,60) (62,139) (63,11) (63,188) (64,76) (64,123) (68,43) (68,156) (69,23) (69,176) (71,27) (71,172) (72,79) (72,120) (73,65) (73,134) (76,86) (76,113) (77,2) (77,197) (79,12) (79,187) (80,46) (80,153) (87,29) (87,170) (92,96) (92,103) (94,95) (94,104) (95,11) (95,188) (96,44) (96,155) (99,48) (99,151) (100,84) (100,115) (101,95) (101,104) (102,43) (102,156) (103,85) (103,114) (107,12) (107,187) (111,56) (111,143) (112,34) (112,165) (113,68) (113,131) (114,51) (114,148) (116,4) (116,195) (117,62) (117,137) (118,4) (118,195) (119,94) (119,105) (120,96) (120,103) (124,22) (124,177) (126,89) (126,110) (134,27) (134,172) (135,20) (135,179) (137,63) (137,136) (139,94) (139,105) (140,94) (140,105) (141,70) (141,129) (143,13) (143,186) (144,88) (144,111) (145,8) (145,191) (146,47) (146,152) (147,97) (147,102) (148,24) (148,175) (149,81) (149,118) (151,18) (151,181) (163,17) (163,182) (164,4) (164,195) (165,54) (165,145) (166,55) (166,144) (171,83) (171,116) (173,42) (173,157) (178,82) (178,117) (180,53) (180,146) (181,58) (181,141) (186,96) (186,103) (190,55) (190,144) (192,26) (192,173) (193,27) (193,172) | 42 | y2 = x3 + 49x + 5 | 178 | (0,76) (0,123) (2,67) (2,132) (4,71) (4,128) (6,52) (6,147) (7,33) (7,166) (9,58) (9,141) (10,36) (10,163) (12,27) (12,172) (13,75) (13,124) (14,98) (14,101) (23,31) (23,168) (24,94) (24,105) (25,61) (25,138) (27,64) (27,135) (28,65) (28,134) (29,12) (29,187) (30,60) (30,139) (31,79) (31,120) (34,58) (34,141) (41,84) (41,115) (43,32) (43,167) (45,2) (45,197) (47,8) (47,191) (48,64) (48,135) (49,43) (49,156) (52,94) (52,105) (53,55) (53,144) (55,70) (55,129) (56,85) (56,114) (59,11) (59,188) (60,29) (60,170) (61,54) (61,145) (64,60) (64,139) (67,24) (67,175) (68,31) (68,168) (69,19) (69,180) (70,37) (70,162) (78,88) (78,111) (80,52) (80,147) (85,20) (85,179) (86,93) (86,106) (88,45) (88,154) (90,10) (90,189) (96,78) (96,121) (101,16) (101,183) (104,21) (104,178) (105,60) (105,139) (106,15) (106,184) (108,31) (108,168) (113,52) (113,147) (114,40) (114,159) (116,16) (116,183) (117,25) (117,174) (118,30) (118,169) (119,93) (119,106) (123,94) (123,105) (124,64) (124,135) (125,10) (125,189) (130,68) (130,131) (132,35) (132,164) (133,51) (133,148) (137,15) (137,184) (138,26) (138,173) (141,97) (141,102) (145,17) (145,182) (146,13) (146,186) (148,37) (148,162) (149,78) (149,121) (150,56) (150,143) (152,44) (152,155) (153,78) (153,121) (155,15) (155,184) (156,58) (156,141) (165,32) (165,167) (166,96) (166,103) (170,57) (170,142) (174,95) (174,104) (177,47) (177,152) (178,62) (178,137) (180,37) (180,162) (181,16) (181,183) (183,10) (183,189) (185,82) (185,117) (188,18) (188,181) (190,32) (190,167) (192,48) (192,151) (193,93) (193,106) (194,86) (194,113) (197,59) (197,140) | 43 | y2 = x3 + 89x + 187 | 178 | (0,28) (0,171) (4,72) (4,127) (5,89) (5,110) (7,77) (7,122) (8,60) (8,139) (9,18) (9,181) (13,77) (13,122) (15,11) (15,188) (17,65) (17,134) (19,58) (19,141) (22,16) (22,183) (24,25) (24,174) (26,66) (26,133) (27,69) (27,130) (30,87) (30,112) (32,88) (32,111) (33,16) (33,183) (34,54) (34,145) (35,3) (35,196) (36,59) (36,140) (37,76) (37,123) (41,91) (41,108) (42,76) (42,123) (43,90) (43,109) (48,32) (48,167) (57,72) (57,127) (60,55) (60,144) (61,31) (61,168) (63,46) (63,153) (65,87) (65,112) (66,80) (66,119) (70,42) (70,157) (72,56) (72,143) (73,41) (73,158) (75,84) (75,115) (77,36) (77,163) (80,64) (80,135) (81,12) (81,187) (82,85) (82,114) (83,79) (83,120) (85,20) (85,179) (86,27) (86,172) (88,73) (88,126) (92,60) (92,139) (97,83) (97,116) (99,60) (99,139) (100,82) (100,117) (101,10) (101,189) (102,98) (102,101) (104,87) (104,112) (106,95) (106,104) (107,82) (107,117) (108,17) (108,182) (110,48) (110,151) (111,47) (111,152) (112,81) (112,118) (113,21) (113,178) (116,74) (116,125) (117,78) (117,121) (118,35) (118,164) (120,76) (120,123) (123,40) (123,159) (126,22) (126,177) (130,97) (130,102) (135,20) (135,179) (136,7) (136,192) (137,64) (137,135) (138,72) (138,127) (142,31) (142,168) (143,94) (143,105) (144,16) (144,183) (145,36) (145,163) (155,55) (155,144) (156,45) (156,154) (158,75) (158,124) (165,29) (165,170) (176,36) (176,163) (178,20) (178,179) (179,77) (179,122) (181,64) (181,135) (183,55) (183,144) (185,66) (185,133) (187,66) (187,133) (188,71) (188,128) (190,99) (190,100) (191,82) (191,117) (195,31) (195,168) (196,93) (196,106) (197,1) (197,198) | 44 | y2 = x3 + 62x + 125 | 178 | (0,18) (0,181) (1,63) (1,136) (2,43) (2,156) (3,61) (3,138) (5,19) (5,180) (6,64) (6,135) (7,92) (7,107) (12,72) (12,127) (14,73) (14,126) (15,98) (15,101) (17,91) (17,108) (24,78) (24,121) (26,72) (26,127) (28,27) (28,172) (30,54) (30,145) (32,98) (32,101) (34,44) (34,155) (35,14) (35,185) (39,42) (39,157) (40,61) (40,138) (43,67) (43,132) (44,26) (44,173) (45,50) (45,149) (48,8) (48,191) (52,94) (52,105) (53,75) (53,124) (54,44) (54,155) (57,1) (57,198) (58,80) (58,119) (59,49) (59,150) (62,78) (62,121) (65,58) (65,141) (66,24) (66,175) (69,69) (69,130) (73,65) (73,134) (74,14) (74,185) (75,81) (75,118) (76,21) (76,178) (78,91) (78,108) (83,82) (83,117) (85,86) (85,113) (87,77) (87,122) (89,88) (89,111) (90,14) (90,185) (94,90) (94,109) (95,39) (95,160) (96,41) (96,158) (97,32) (97,167) (103,34) (103,165) (104,91) (104,108) (106,23) (106,176) (111,44) (111,155) (112,93) (112,106) (113,78) (113,121) (114,60) (114,139) (115,3) (115,196) (120,22) (120,177) (121,39) (121,160) (122,10) (122,189) (123,40) (123,159) (124,16) (124,183) (126,76) (126,123) (127,48) (127,151) (129,55) (129,144) (130,71) (130,128) (133,79) (133,120) (134,95) (134,104) (142,99) (142,100) (150,80) (150,119) (152,98) (152,101) (156,61) (156,138) (158,74) (158,125) (159,67) (159,132) (161,72) (161,127) (162,50) (162,149) (166,56) (166,143) (168,75) (168,124) (170,87) (170,112) (172,85) (172,114) (174,8) (174,191) (176,8) (176,191) (177,75) (177,124) (182,39) (182,160) (188,36) (188,163) (190,80) (190,119) (191,50) (191,149) (192,12) (192,187) (196,67) (196,132) (198,96) (198,103) | 45 | y2 = x3 + 61x + 1 | 178 | (0,1) (0,198) (1,62) (1,137) (2,23) (2,176) (5,86) (5,113) (11,49) (11,150) (15,50) (15,149) (16,59) (16,140) (17,58) (17,141) (18,31) (18,168) (22,38) (22,161) (24,31) (24,168) (29,17) (29,182) (30,37) (30,162) (36,59) (36,140) (39,3) (39,196) (42,6) (42,193) (46,65) (46,134) (48,84) (48,115) (49,29) (49,170) (50,33) (50,166) (51,29) (51,170) (52,74) (52,125) (56,27) (56,172) (58,7) (58,192) (59,32) (59,167) (61,96) (61,103) (66,28) (66,171) (67,88) (67,111) (70,4) (70,195) (71,62) (71,137) (75,81) (75,118) (79,89) (79,110) (84,86) (84,113) (85,53) (85,146) (86,18) (86,181) (88,93) (88,106) (94,11) (94,188) (97,87) (97,112) (98,54) (98,145) (99,29) (99,170) (105,94) (105,105) (106,10) (106,189) (108,8) (108,191) (109,47) (109,152) (110,86) (110,113) (114,24) (114,175) (116,98) (116,101) (117,45) (117,154) (118,83) (118,116) (119,83) (119,116) (122,75) (122,124) (124,40) (124,159) (125,2) (125,197) (127,62) (127,137) (131,47) (131,152) (133,51) (133,148) (135,4) (135,195) (136,45) (136,154) (138,61) (138,138) (140,42) (140,157) (142,88) (142,111) (144,60) (144,139) (145,45) (145,154) (146,46) (146,153) (147,59) (147,140) (153,73) (153,126) (155,84) (155,115) (156,43) (156,156) (157,31) (157,168) (158,47) (158,152) (161,83) (161,116) (162,5) (162,194) (163,74) (163,125) (167,92) (167,107) (169,15) (169,184) (170,67) (170,132) (175,6) (175,193) (176,19) (176,180) (181,6) (181,193) (183,74) (183,125) (184,41) (184,158) (185,69) (185,130) (187,39) (187,160) (188,63) (188,136) (189,88) (189,111) (190,64) (190,135) (193,4) (193,195) (195,84) (195,115) (197,95) (197,104) | 46 | y2 = x3 + 52x + 188 | 178 | (0,63) (0,136) (3,42) (3,157) (4,96) (4,103) (5,37) (5,162) (8,11) (8,188) (10,64) (10,135) (21,81) (21,118) (22,55) (22,144) (28,78) (28,121) (29,4) (29,195) (30,93) (30,106) (32,81) (32,118) (33,35) (33,164) (36,89) (36,110) (38,91) (38,108) (40,1) (40,198) (44,10) (44,189) (45,83) (45,116) (46,60) (46,139) (48,29) (48,170) (54,71) (54,128) (56,51) (56,148) (57,84) (57,115) (58,50) (58,149) (60,72) (60,127) (61,59) (61,140) (63,69) (63,130) (66,24) (66,175) (71,3) (71,196) (73,37) (73,162) (74,64) (74,135) (75,74) (75,125) (77,55) (77,144) (78,20) (78,179) (82,49) (82,150) (84,85) (84,114) (89,56) (89,143) (90,73) (90,126) (91,36) (91,163) (96,28) (96,171) (97,52) (97,147) (98,80) (98,119) (100,55) (100,144) (101,44) (101,155) (104,90) (104,109) (110,15) (110,184) (115,64) (115,135) (119,45) (119,154) (121,37) (121,162) (123,45) (123,154) (125,85) (125,114) (126,20) (126,179) (127,36) (127,163) (129,87) (129,112) (130,53) (130,146) (131,53) (131,146) (132,49) (132,150) (135,88) (135,111) (137,53) (137,146) (138,26) (138,173) (140,33) (140,166) (141,57) (141,142) (142,22) (142,177) (144,74) (144,125) (145,67) (145,132) (146,81) (146,118) (150,28) (150,171) (151,27) (151,172) (152,28) (152,171) (156,45) (156,154) (158,24) (158,175) (168,25) (168,174) (170,34) (170,165) (171,62) (171,137) (173,31) (173,168) (174,24) (174,175) (176,77) (176,122) (179,74) (179,125) (180,36) (180,163) (182,19) (182,180) (183,6) (183,193) (184,49) (184,150) (187,5) (187,194) (189,85) (189,114) (191,97) (191,102) (193,43) (193,156) (194,20) (194,179) (195,48) (195,151) (196,76) (196,123) | 47 | y2 = x3 + 50x + 52 | 178 | (0,98) (0,101) (1,74) (1,125) (2,89) (2,110) (4,52) (4,147) (5,32) (5,167) (16,42) (16,157) (18,60) (18,139) (19,10) (19,189) (23,6) (23,193) (24,56) (24,143) (26,53) (26,146) (28,11) (28,188) (33,25) (33,174) (34,96) (34,103) (36,56) (36,143) (39,32) (39,167) (42,53) (42,146) (46,63) (46,136) (47,77) (47,122) (51,27) (51,172) (53,90) (53,109) (57,55) (57,144) (59,25) (59,174) (63,11) (63,188) (65,83) (65,116) (68,9) (68,190) (69,26) (69,173) (72,81) (72,118) (73,93) (73,106) (74,35) (74,164) (75,4) (75,195) (76,75) (76,124) (80,29) (80,170) (82,67) (82,132) (84,73) (84,126) (86,15) (86,184) (87,6) (87,193) (89,6) (89,193) (91,88) (91,111) (93,70) (93,129) (96,43) (96,156) (98,59) (98,140) (99,20) (99,179) (100,36) (100,163) (103,65) (103,134) (107,25) (107,174) (108,11) (108,188) (109,71) (109,128) (114,13) (114,186) (118,95) (118,104) (120,31) (120,168) (122,73) (122,126) (123,38) (123,161) (130,5) (130,194) (131,53) (131,146) (134,58) (134,141) (136,88) (136,111) (138,57) (138,142) (139,56) (139,143) (141,29) (141,170) (142,8) (142,191) (143,61) (143,138) (147,70) (147,129) (149,67) (149,132) (151,93) (151,106) (152,44) (152,155) (153,48) (153,151) (154,40) (154,159) (155,32) (155,167) (156,69) (156,130) (157,9) (157,190) (158,70) (158,129) (167,67) (167,132) (169,3) (169,196) (171,88) (171,111) (173,9) (173,190) (174,93) (174,106) (177,29) (177,170) (178,41) (178,158) (179,87) (179,112) (180,2) (180,197) (181,22) (181,177) (183,23) (183,176) (184,92) (184,107) (187,50) (187,149) (188,34) (188,165) (189,12) (189,187) (192,73) (192,126) (198,1) (198,198) | 48 | y2 = x3 + 117x + 62 | 178 | (0,96) (0,103) (1,58) (1,141) (4,14) (4,185) (5,37) (5,162) (6,69) (6,130) (8,52) (8,147) (9,75) (9,124) (10,21) (10,178) (12,72) (12,127) (14,71) (14,128) (15,60) (15,139) (18,55) (18,144) (24,66) (24,133) (30,18) (30,181) (32,82) (32,117) (34,34) (34,165) (39,57) (39,142) (42,85) (42,114) (43,5) (43,194) (49,8) (49,191) (50,13) (50,186) (52,84) (52,115) (55,90) (55,109) (56,44) (56,155) (64,7) (64,192) (68,95) (68,104) (72,98) (72,101) (73,60) (73,139) (76,58) (76,141) (81,59) (81,140) (82,21) (82,178) (87,30) (87,169) (88,92) (88,107) (92,9) (92,190) (93,14) (93,185) (95,64) (95,135) (96,27) (96,172) (100,65) (100,134) (102,14) (102,185) (104,40) (104,159) (105,38) (105,161) (107,21) (107,178) (108,2) (108,197) (109,4) (109,195) (111,60) (111,139) (112,47) (112,152) (114,97) (114,102) (115,36) (115,163) (117,9) (117,190) (118,15) (118,184) (120,97) (120,102) (122,58) (122,141) (125,10) (125,189) (126,92) (126,107) (127,79) (127,120) (128,2) (128,197) (130,63) (130,136) (133,89) (133,110) (134,51) (134,148) (137,65) (137,134) (139,11) (139,188) (142,6) (142,193) (143,24) (143,175) (145,16) (145,183) (146,76) (146,123) (147,86) (147,113) (151,95) (151,104) (153,25) (153,174) (154,28) (154,171) (157,62) (157,137) (161,65) (161,134) (162,2) (162,197) (164,97) (164,102) (165,19) (165,180) (166,8) (166,191) (170,90) (170,109) (173,90) (173,109) (179,95) (179,104) (182,18) (182,181) (183,8) (183,191) (184,92) (184,107) (185,43) (185,156) (186,18) (186,181) (187,78) (187,121) (188,35) (188,164) (189,9) (189,190) (191,87) (191,112) (192,33) (192,166) (193,61) (193,138) | 49 | y2 = x3 + 63x + 61 | 178 | (0,85) (0,114) (1,18) (1,181) (4,24) (4,175) (5,74) (5,125) (6,43) (6,156) (7,7) (7,192) (12,82) (12,117) (13,93) (13,106) (18,96) (18,103) (19,82) (19,117) (21,59) (21,140) (22,73) (22,126) (23,44) (23,155) (29,3) (29,196) (32,47) (32,152) (34,48) (34,151) (36,35) (36,164) (37,67) (37,132) (40,48) (40,151) (41,70) (41,129) (42,58) (42,141) (43,17) (43,182) (49,2) (49,197) (51,40) (51,159) (57,81) (57,118) (58,15) (58,184) (59,40) (59,159) (60,44) (60,155) (61,29) (61,170) (62,50) (62,149) (66,58) (66,141) (67,66) (67,133) (68,24) (68,175) (71,71) (71,128) (74,87) (74,112) (75,76) (75,123) (84,96) (84,103) (86,77) (86,122) (89,40) (89,159) (90,53) (90,146) (91,58) (91,141) (96,11) (96,188) (97,96) (97,103) (98,28) (98,171) (99,30) (99,169) (100,60) (100,139) (103,1) (103,198) (104,19) (104,180) (105,56) (105,143) (107,45) (107,154) (110,78) (110,121) (112,90) (112,109) (116,44) (116,155) (117,54) (117,145) (119,53) (119,146) (122,77) (122,122) (124,52) (124,147) (125,48) (125,151) (127,24) (127,175) (128,97) (128,102) (130,27) (130,172) (132,12) (132,187) (134,90) (134,109) (137,72) (137,127) (140,78) (140,121) (142,39) (142,160) (146,94) (146,105) (148,78) (148,121) (152,90) (152,109) (153,83) (153,116) (154,32) (154,167) (155,62) (155,137) (156,80) (156,119) (159,87) (159,112) (163,84) (163,115) (165,87) (165,112) (167,36) (167,163) (168,82) (168,117) (169,15) (169,184) (171,15) (171,184) (172,13) (172,186) (182,68) (182,131) (183,23) (183,176) (189,53) (189,146) (190,77) (190,122) (191,55) (191,144) (193,8) (193,191) (197,46) (197,153) (198,14) (198,185) | 50 | y2 = x3 + 128x + 92 | 178 | (0,93) (0,106) (2,82) (2,117) (5,85) (5,114) (6,9) (6,190) (8,6) (8,193) (9,88) (9,111) (11,29) (11,170) (12,42) (12,157) (13,42) (13,157) (14,38) (14,161) (15,51) (15,148) (23,26) (23,173) (36,51) (36,148) (38,39) (38,160) (39,46) (39,153) (42,73) (42,126) (43,54) (43,145) (45,8) (45,191) (46,45) (46,154) (49,6) (49,193) (54,33) (54,166) (55,24) (55,175) (58,65) (58,134) (61,85) (61,114) (62,81) (62,118) (63,10) (63,189) (66,83) (66,116) (68,98) (68,101) (69,39) (69,160) (74,79) (74,120) (76,38) (76,161) (77,5) (77,194) (78,62) (78,137) (84,58) (84,141) (86,40) (86,159) (89,75) (89,124) (92,39) (92,160) (95,14) (95,185) (103,89) (103,110) (104,28) (104,171) (107,97) (107,102) (108,25) (108,174) (109,38) (109,161) (110,23) (110,176) (115,2) (115,197) (117,76) (117,123) (118,89) (118,110) (119,25) (119,174) (120,49) (120,150) (121,11) (121,188) (124,7) (124,192) (125,50) (125,149) (127,92) (127,107) (128,7) (128,192) (130,97) (130,102) (131,27) (131,172) (133,85) (133,114) (134,18) (134,181) (138,83) (138,116) (140,84) (140,115) (142,6) (142,193) (145,17) (145,182) (146,7) (146,192) (148,51) (148,148) (149,80) (149,119) (151,13) (151,186) (155,47) (155,152) (157,32) (157,167) (159,5) (159,194) (160,43) (160,156) (161,97) (161,102) (162,5) (162,194) (167,21) (167,178) (170,99) (170,100) (171,25) (171,174) (174,42) (174,157) (175,67) (175,132) (177,89) (177,110) (179,26) (179,173) (181,48) (181,151) (183,52) (183,147) (188,61) (188,138) (189,1) (189,198) (190,20) (190,179) (192,68) (192,131) (193,74) (193,125) (194,83) (194,116) (196,26) (196,173) (198,19) (198,180) | 51 | y2 = x3 + 33x + 140 | 178 | (0,90) (0,109) (5,80) (5,119) (7,52) (7,147) (11,21) (11,178) (14,19) (14,180) (16,28) (16,171) (19,8) (19,191) (21,12) (21,187) (23,23) (23,176) (27,60) (27,139) (28,23) (28,176) (29,51) (29,148) (34,13) (34,186) (36,5) (36,194) (39,38) (39,161) (40,63) (40,136) (42,81) (42,118) (45,4) (45,195) (46,84) (46,115) (48,94) (48,105) (53,83) (53,116) (55,37) (55,162) (60,4) (60,195) (62,91) (62,108) (64,70) (64,129) (66,95) (66,104) (68,40) (68,159) (69,63) (69,136) (71,76) (71,123) (72,98) (72,101) (75,53) (75,146) (76,21) (76,178) (77,11) (77,188) (78,8) (78,191) (84,3) (84,196) (86,29) (86,170) (88,73) (88,126) (89,2) (89,197) (90,63) (90,136) (91,64) (91,135) (94,4) (94,195) (96,92) (96,107) (98,50) (98,149) (102,8) (102,191) (104,92) (104,107) (105,57) (105,142) (106,16) (106,183) (109,93) (109,106) (111,18) (111,181) (112,21) (112,178) (113,6) (113,193) (115,79) (115,120) (119,78) (119,121) (120,2) (120,197) (124,43) (124,156) (125,15) (125,184) (127,32) (127,167) (130,93) (130,106) (137,77) (137,122) (139,57) (139,142) (140,42) (140,157) (141,70) (141,129) (142,46) (142,153) (143,69) (143,130) (145,33) (145,166) (146,82) (146,117) (148,23) (148,176) (151,1) (151,198) (154,57) (154,142) (156,40) (156,159) (159,93) (159,106) (161,27) (161,172) (163,97) (163,102) (164,41) (164,158) (165,67) (165,132) (166,39) (166,160) (169,72) (169,127) (172,62) (172,137) (173,51) (173,148) (174,40) (174,159) (175,38) (175,161) (184,38) (184,161) (189,2) (189,197) (191,89) (191,110) (193,70) (193,129) (194,7) (194,192) (196,51) (196,148) (197,71) (197,128) (198,92) (198,107) | 52 | y2 = x3 + 45x + 8 | 178 | (0,40) (0,159) (2,92) (2,107) (4,75) (4,124) (10,57) (10,142) (11,21) (11,178) (13,2) (13,197) (17,78) (17,121) (19,89) (19,110) (21,57) (21,142) (22,30) (22,169) (29,35) (29,164) (30,10) (30,189) (32,28) (32,171) (33,60) (33,139) (34,68) (34,131) (35,9) (35,190) (36,46) (36,153) (37,63) (37,136) (39,63) (39,136) (44,72) (44,127) (45,15) (45,184) (48,46) (48,153) (49,8) (49,191) (51,80) (51,119) (55,92) (55,107) (58,83) (58,116) (60,87) (60,112) (63,89) (63,110) (67,50) (67,149) (71,39) (71,160) (72,28) (72,171) (73,9) (73,190) (77,52) (77,147) (78,79) (78,120) (81,88) (81,111) (84,41) (84,158) (85,62) (85,137) (89,12) (89,187) (91,9) (91,190) (92,13) (92,186) (93,49) (93,150) (95,28) (95,171) (96,23) (96,176) (98,34) (98,165) (100,73) (100,126) (102,34) (102,165) (104,25) (104,174) (107,65) (107,134) (111,23) (111,176) (112,85) (112,114) (113,71) (113,128) (115,46) (115,153) (116,81) (116,118) (117,89) (117,110) (118,86) (118,113) (122,59) (122,140) (123,63) (123,136) (125,1) (125,198) (127,25) (127,174) (132,74) (132,125) (134,62) (134,137) (135,98) (135,101) (139,3) (139,196) (140,39) (140,160) (141,93) (141,106) (142,92) (142,107) (150,56) (150,143) (151,41) (151,158) (153,36) (153,163) (158,22) (158,177) (163,41) (163,158) (167,25) (167,174) (168,57) (168,142) (169,48) (169,151) (170,69) (170,130) (171,26) (171,173) (172,76) (172,123) (175,32) (175,167) (176,61) (176,138) (177,67) (177,132) (179,62) (179,137) (181,27) (181,172) (187,39) (187,160) (188,42) (188,157) (191,23) (191,176) (194,97) (194,102) (195,19) (195,180) (196,29) (196,170) (198,34) (198,165) | 53 | y2 = x3 + 139x + 188 | 178 | (0,63) (0,136) (3,45) (3,154) (5,49) (5,150) (7,67) (7,132) (9,24) (9,175) (11,62) (11,137) (12,20) (12,179) (13,49) (13,150) (14,36) (14,163) (16,90) (16,109) (20,53) (20,146) (24,45) (24,154) (25,69) (25,130) (28,19) (28,180) (29,56) (29,143) (30,48) (30,151) (33,64) (33,135) (34,55) (34,144) (37,57) (37,142) (38,29) (38,170) (40,59) (40,140) (42,64) (42,135) (43,36) (43,163) (45,43) (45,156) (46,55) (46,144) (50,20) (50,179) (51,35) (51,164) (53,60) (53,139) (54,28) (54,171) (60,97) (60,102) (61,80) (61,119) (62,37) (62,162) (67,53) (67,146) (68,10) (68,189) (69,28) (69,171) (70,84) (70,115) (73,77) (73,122) (75,85) (75,114) (76,28) (76,171) (77,42) (77,157) (81,4) (81,195) (82,88) (82,111) (88,24) (88,175) (90,5) (90,194) (98,1) (98,198) (99,81) (99,118) (102,24) (102,175) (112,53) (112,146) (113,91) (113,108) (114,74) (114,125) (118,34) (118,165) (119,55) (119,144) (120,6) (120,193) (121,73) (121,126) (122,76) (122,123) (124,64) (124,135) (127,87) (127,112) (128,89) (128,110) (129,22) (129,177) (133,25) (133,174) (134,74) (134,125) (137,20) (137,179) (138,44) (138,155) (139,11) (139,188) (141,81) (141,118) (142,36) (142,163) (144,33) (144,166) (147,72) (147,127) (149,37) (149,162) (150,74) (150,125) (157,85) (157,114) (158,81) (158,118) (159,26) (159,173) (160,83) (160,116) (161,27) (161,172) (162,50) (162,149) (164,3) (164,196) (166,85) (166,114) (168,52) (168,147) (169,96) (169,103) (170,15) (170,184) (172,45) (172,154) (173,93) (173,106) (177,51) (177,148) (181,49) (181,150) (187,37) (187,162) (188,78) (188,121) (192,71) (192,128) (195,31) (195,168) | 54 | y2 = x3 + 126x + 52 | 178 | (0,98) (0,101) (4,53) (4,146) (6,32) (6,167) (9,70) (9,129) (10,83) (10,116) (11,88) (11,111) (13,92) (13,107) (14,88) (14,111) (19,56) (19,143) (20,5) (20,194) (22,61) (22,138) (24,69) (24,130) (25,11) (25,188) (26,3) (26,196) (27,75) (27,124) (29,6) (29,193) (37,29) (37,170) (39,40) (39,159) (41,67) (41,132) (42,35) (42,164) (43,2) (43,197) (44,6) (44,193) (46,36) (46,163) (51,25) (51,174) (52,56) (52,143) (53,63) (53,136) (54,44) (54,155) (55,25) (55,174) (57,81) (57,118) (58,41) (58,158) (61,59) (61,140) (62,32) (62,167) (64,60) (64,139) (70,55) (70,144) (75,12) (75,187) (76,43) (76,156) (78,71) (78,128) (79,42) (79,157) (80,73) (80,126) (83,53) (83,146) (87,9) (87,190) (88,93) (88,106) (90,50) (90,149) (92,74) (92,125) (93,25) (93,174) (95,31) (95,168) (100,90) (100,109) (107,1) (107,198) (110,95) (110,104) (112,53) (112,146) (115,27) (115,172) (116,9) (116,190) (120,23) (120,176) (123,65) (123,134) (126,6) (126,193) (128,56) (128,143) (129,8) (129,191) (131,32) (131,167) (134,4) (134,195) (135,22) (135,177) (140,13) (140,186) (143,96) (143,103) (145,77) (145,122) (146,48) (146,151) (149,93) (149,106) (150,87) (150,112) (151,15) (151,184) (152,73) (152,126) (153,20) (153,179) (156,10) (156,189) (159,57) (159,142) (161,93) (161,106) (165,29) (165,170) (166,73) (166,126) (169,52) (169,147) (172,38) (172,161) (174,88) (174,111) (176,67) (176,132) (179,26) (179,173) (181,67) (181,132) (182,34) (182,165) (184,89) (184,110) (185,11) (185,188) (188,11) (188,188) (189,58) (189,141) (191,70) (191,129) (195,9) (195,190) (196,29) (196,170) (198,70) (198,129) | 55 | y2 = x3 + 112x + 106 | 178 | (0,92) (0,107) (1,47) (1,152) (2,61) (2,138) (8,11) (8,188) (9,98) (9,101) (12,81) (12,118) (13,66) (13,133) (14,55) (14,144) (17,82) (17,117) (18,81) (18,118) (21,66) (21,133) (23,83) (23,116) (34,45) (34,154) (36,7) (36,192) (37,24) (37,175) (38,23) (38,176) (40,54) (40,145) (41,63) (41,136) (42,33) (42,166) (43,75) (43,124) (48,16) (48,183) (49,96) (49,103) (50,19) (50,180) (54,55) (54,144) (57,65) (57,134) (59,77) (59,122) (60,44) (60,155) (61,33) (61,166) (65,25) (65,174) (67,91) (67,108) (68,42) (68,157) (69,86) (69,113) (71,40) (71,159) (76,21) (76,178) (77,1) (77,198) (78,53) (78,146) (79,48) (79,151) (87,67) (87,132) (89,6) (89,193) (90,10) (90,189) (92,62) (92,137) (94,29) (94,170) (96,33) (96,166) (99,5) (99,194) (100,28) (100,171) (102,39) (102,160) (109,50) (109,149) (111,30) (111,169) (116,74) (116,125) (119,39) (119,160) (123,13) (123,186) (125,64) (125,135) (126,52) (126,147) (128,76) (128,123) (129,74) (129,125) (131,55) (131,144) (132,17) (132,182) (134,69) (134,130) (136,67) (136,132) (137,20) (137,179) (143,30) (143,169) (144,30) (144,169) (145,42) (145,157) (146,48) (146,151) (149,99) (149,100) (151,73) (151,126) (153,74) (153,125) (154,43) (154,156) (161,9) (161,190) (165,66) (165,133) (169,81) (169,118) (170,54) (170,145) (171,93) (171,106) (173,48) (173,151) (174,63) (174,136) (175,67) (175,132) (176,41) (176,158) (177,39) (177,160) (178,45) (178,154) (183,63) (183,136) (184,15) (184,184) (185,42) (185,157) (186,45) (186,154) (188,54) (188,145) (189,37) (189,162) (190,89) (190,110) (191,84) (191,115) (193,51) (193,148) (194,60) (194,139) | 56 | y2 = x3 + 122x + 40 | 178 | (0,55) (0,144) (3,45) (3,154) (5,24) (5,175) (7,21) (7,178) (11,46) (11,153) (14,78) (14,121) (17,96) (17,103) (19,62) (19,137) (20,27) (20,172) (21,91) (21,108) (25,3) (25,196) (26,93) (26,106) (27,27) (27,172) (33,2) (33,197) (36,12) (36,187) (38,68) (38,131) (40,71) (40,128) (42,99) (42,100) (44,68) (44,131) (45,90) (45,109) (52,54) (52,145) (54,64) (54,135) (56,76) (56,123) (73,19) (73,180) (75,35) (75,164) (76,90) (76,109) (78,90) (78,109) (79,21) (79,178) (82,86) (82,113) (88,46) (88,153) (89,8) (89,191) (91,73) (91,126) (92,11) (92,188) (94,83) (94,116) (98,66) (98,133) (100,46) (100,153) (101,36) (101,163) (107,77) (107,122) (108,70) (108,129) (110,4) (110,195) (112,89) (112,110) (113,21) (113,178) (114,87) (114,112) (115,43) (115,156) (117,68) (117,131) (118,14) (118,185) (119,43) (119,156) (121,61) (121,138) (123,61) (123,138) (124,7) (124,192) (125,92) (125,107) (126,52) (126,147) (128,5) (128,194) (130,47) (130,152) (131,17) (131,182) (133,87) (133,112) (134,57) (134,142) (135,23) (135,176) (137,50) (137,149) (141,6) (141,193) (146,64) (146,135) (149,9) (149,190) (151,87) (151,112) (152,27) (152,172) (154,61) (154,138) (155,86) (155,113) (156,85) (156,114) (158,44) (158,155) (159,51) (159,148) (161,86) (161,113) (164,43) (164,156) (165,13) (165,186) (168,59) (168,140) (169,15) (169,184) (170,42) (170,157) (171,12) (171,187) (173,28) (173,171) (175,2) (175,197) (178,82) (178,117) (182,60) (182,139) (183,34) (183,165) (184,3) (184,196) (185,31) (185,168) (187,80) (187,119) (189,3) (189,196) (190,2) (190,197) (191,12) (191,187) (196,29) (196,170) (198,64) (198,135) | 57 | y2 = x3 + 106x + 18 | 178 | (0,60) (0,139) (1,18) (1,181) (8,69) (8,130) (12,86) (12,113) (15,40) (15,159) (18,14) (18,185) (20,63) (20,136) (21,19) (21,180) (22,62) (22,137) (25,69) (25,130) (26,98) (26,101) (28,62) (28,137) (31,85) (31,114) (33,38) (33,161) (38,51) (38,148) (40,1) (40,198) (41,75) (41,124) (44,52) (44,147) (47,13) (47,186) (48,26) (48,173) (50,42) (50,157) (52,79) (52,120) (53,41) (53,158) (54,15) (54,184) (57,51) (57,148) (58,41) (58,158) (59,78) (59,121) (63,86) (63,113) (69,39) (69,160) (71,84) (71,115) (74,34) (74,165) (78,8) (78,191) (81,77) (81,122) (82,93) (82,106) (84,7) (84,192) (86,80) (86,119) (87,59) (87,140) (88,41) (88,158) (91,95) (91,104) (92,47) (92,152) (93,70) (93,129) (99,61) (99,138) (101,97) (101,102) (102,5) (102,194) (103,3) (103,196) (104,51) (104,148) (105,65) (105,134) (106,67) (106,132) (107,4) (107,195) (108,31) (108,168) (110,5) (110,194) (113,2) (113,197) (114,56) (114,143) (116,48) (116,151) (119,91) (119,108) (122,28) (122,171) (123,61) (123,138) (124,86) (124,113) (128,12) (128,187) (131,34) (131,165) (133,65) (133,134) (139,90) (139,109) (140,11) (140,188) (145,72) (145,127) (149,62) (149,137) (150,82) (150,117) (152,71) (152,128) (153,93) (153,106) (156,54) (156,145) (158,88) (158,111) (159,45) (159,154) (160,65) (160,134) (163,93) (163,106) (165,33) (165,166) (166,69) (166,130) (169,22) (169,177) (171,42) (171,157) (174,38) (174,161) (176,61) (176,138) (177,42) (177,157) (179,68) (179,131) (180,10) (180,189) (183,14) (183,185) (184,25) (184,174) (186,5) (186,194) (190,46) (190,153) (191,38) (191,161) (193,34) (193,165) (197,14) (197,185) | 58 | y2 = x3 + 121x + 121 | 178 | (0,11) (0,188) (2,42) (2,157) (4,79) (4,120) (7,52) (7,147) (8,3) (8,196) (11,14) (11,185) (12,52) (12,147) (17,46) (17,153) (19,18) (19,181) (20,81) (20,118) (21,88) (21,111) (22,59) (22,140) (25,57) (25,142) (28,63) (28,136) (31,80) (31,119) (32,44) (32,155) (33,98) (33,101) (34,82) (34,117) (37,39) (37,160) (38,17) (38,182) (39,9) (39,190) (42,41) (42,158) (43,16) (43,183) (46,90) (46,109) (48,92) (48,107) (60,74) (60,125) (61,85) (61,114) (63,22) (63,177) (64,31) (64,168) (65,35) (65,164) (69,79) (69,120) (70,82) (70,117) (71,57) (71,142) (72,1) (72,198) (74,58) (74,141) (76,44) (76,155) (77,50) (77,149) (79,29) (79,170) (80,53) (80,146) (82,80) (82,119) (86,80) (86,119) (89,97) (89,102) (91,44) (91,155) (95,82) (95,117) (96,66) (96,133) (98,89) (98,110) (102,71) (102,128) (103,57) (103,142) (105,27) (105,172) (106,49) (106,150) (107,27) (107,172) (111,83) (111,116) (119,47) (119,152) (122,54) (122,145) (125,96) (125,103) (126,79) (126,120) (128,66) (128,133) (131,55) (131,144) (137,97) (137,102) (139,61) (139,138) (141,37) (141,162) (142,71) (142,128) (143,49) (143,150) (146,38) (146,161) (148,20) (148,179) (149,49) (149,150) (150,91) (150,108) (152,85) (152,114) (153,36) (153,163) (154,71) (154,128) (155,77) (155,122) (160,34) (160,165) (162,78) (162,121) (163,75) (163,124) (172,97) (172,102) (174,66) (174,133) (177,12) (177,187) (179,7) (179,192) (180,52) (180,147) (182,64) (182,135) (185,85) (185,114) (186,27) (186,172) (187,18) (187,181) (188,65) (188,134) (189,10) (189,189) (190,33) (190,166) (192,18) (192,181) (194,28) (194,171) (197,95) (197,104) | 59 | y2 = x3 + 155x + 106 | 178 | (0,92) (0,107) (1,62) (1,137) (2,15) (2,184) (3,1) (3,198) (4,81) (4,118) (6,43) (6,156) (11,82) (11,117) (12,50) (12,149) (13,61) (13,138) (14,29) (14,170) (15,45) (15,154) (16,48) (16,151) (17,93) (17,106) (20,96) (20,103) (22,45) (22,154) (23,52) (23,147) (25,30) (25,169) (27,33) (27,166) (28,54) (28,145) (30,48) (30,151) (34,30) (34,169) (35,7) (35,192) (36,76) (36,123) (37,66) (37,133) (41,89) (41,110) (43,67) (43,132) (44,42) (44,157) (47,42) (47,157) (48,23) (48,176) (50,83) (50,116) (52,11) (52,188) (53,28) (53,171) (56,39) (56,160) (61,54) (61,145) (62,17) (62,182) (66,39) (66,160) (67,60) (67,139) (68,67) (68,132) (72,65) (72,134) (73,99) (73,100) (74,33) (74,166) (75,69) (75,130) (77,39) (77,160) (78,81) (78,118) (81,6) (81,193) (85,77) (85,122) (86,73) (86,126) (88,67) (88,132) (91,55) (91,144) (95,63) (95,136) (96,21) (96,178) (98,33) (98,166) (99,74) (99,125) (103,13) (103,186) (106,47) (106,152) (108,42) (108,157) (109,53) (109,146) (110,54) (110,145) (113,16) (113,183) (116,64) (116,135) (117,81) (117,118) (124,25) (124,174) (126,19) (126,180) (134,37) (134,162) (136,63) (136,136) (137,91) (137,108) (140,30) (140,169) (141,24) (141,175) (142,74) (142,125) (146,5) (146,194) (147,84) (147,115) (149,41) (149,158) (150,86) (150,113) (151,9) (151,190) (152,55) (152,144) (153,48) (153,151) (155,55) (155,144) (157,74) (157,125) (158,98) (158,101) (160,51) (160,148) (162,45) (162,154) (163,40) (163,159) (167,63) (167,136) (177,66) (177,133) (180,75) (180,124) (184,66) (184,133) (187,10) (187,189) (191,44) (191,155) (194,20) (194,179) | 60 | y2 = x3 + 160x + 8 | 178 | (0,40) (0,159) (1,13) (1,186) (3,52) (3,147) (4,48) (4,151) (8,3) (8,196) (9,28) (9,171) (11,78) (11,121) (13,92) (13,107) (17,26) (17,173) (20,8) (20,191) (21,93) (21,106) (22,68) (22,131) (24,89) (24,110) (25,23) (25,176) (26,75) (26,124) (27,23) (27,176) (28,42) (28,157) (29,88) (29,111) (32,22) (32,177) (33,80) (33,119) (35,46) (35,153) (37,57) (37,142) (38,71) (38,128) (40,34) (40,165) (43,32) (43,167) (51,46) (51,153) (53,73) (53,126) (55,62) (55,137) (56,67) (56,132) (59,92) (59,107) (62,74) (62,125) (64,89) (64,110) (65,57) (65,142) (66,34) (66,165) (67,97) (67,102) (69,62) (69,137) (70,28) (70,171) (75,62) (75,137) (79,25) (79,174) (80,29) (80,170) (81,12) (81,187) (82,27) (82,172) (86,41) (86,158) (87,72) (87,127) (89,35) (89,164) (93,34) (93,165) (94,9) (94,190) (97,57) (97,142) (99,36) (99,163) (103,63) (103,136) (107,49) (107,150) (109,79) (109,120) (110,69) (110,130) (111,89) (111,110) (113,46) (113,153) (114,39) (114,160) (115,60) (115,139) (116,1) (116,198) (120,28) (120,171) (121,39) (121,160) (123,76) (123,123) (127,92) (127,107) (128,9) (128,190) (129,25) (129,174) (131,85) (131,114) (137,50) (137,149) (141,63) (141,136) (143,30) (143,169) (147,23) (147,176) (148,41) (148,158) (149,61) (149,138) (154,63) (154,136) (157,81) (157,118) (163,39) (163,160) (164,41) (164,158) (170,86) (170,113) (171,21) (171,178) (173,19) (173,180) (176,9) (176,190) (178,83) (178,116) (179,56) (179,143) (181,98) (181,101) (184,2) (184,197) (190,25) (190,174) (191,87) (191,112) (193,15) (193,184) (195,10) (195,189) (196,59) (196,140) (198,65) (198,134) | 61 | y2 = x3 + 94x + 116 | 178 | (0,64) (0,135) (4,77) (4,122) (5,78) (5,121) (6,10) (6,189) (7,91) (7,108) (10,71) (10,128) (14,14) (14,185) (15,18) (15,181) (16,12) (16,187) (19,76) (19,123) (20,65) (20,134) (21,40) (21,159) (23,52) (23,147) (27,7) (27,192) (30,22) (30,177) (32,79) (32,120) (33,56) (33,143) (36,40) (36,159) (39,60) (39,139) (41,16) (41,183) (42,12) (42,187) (51,98) (51,101) (55,83) (55,116) (57,5) (57,194) (60,95) (60,104) (61,1) (61,198) (65,96) (65,103) (66,93) (66,106) (70,75) (70,124) (73,69) (73,130) (75,14) (75,185) (77,60) (77,139) (80,68) (80,131) (81,94) (81,105) (82,20) (82,179) (83,60) (83,139) (85,82) (85,117) (88,46) (88,153) (89,6) (89,193) (92,3) (92,196) (97,61) (97,138) (100,63) (100,136) (103,57) (103,142) (104,43) (104,156) (106,23) (106,176) (108,34) (108,165) (110,14) (110,185) (111,92) (111,107) (113,61) (113,138) (115,59) (115,140) (117,35) (117,164) (124,6) (124,193) (125,57) (125,142) (131,94) (131,105) (132,50) (132,149) (133,90) (133,109) (135,3) (135,196) (136,85) (136,114) (138,80) (138,119) (139,19) (139,180) (140,23) (140,176) (141,12) (141,187) (142,40) (142,159) (147,41) (147,158) (148,58) (148,141) (150,68) (150,131) (152,23) (152,176) (153,44) (153,155) (158,37) (158,162) (159,4) (159,195) (161,24) (161,175) (163,5) (163,194) (166,9) (166,190) (167,89) (167,110) (168,68) (168,131) (170,57) (170,142) (171,3) (171,196) (174,38) (174,161) (175,73) (175,126) (176,48) (176,151) (178,5) (178,194) (180,25) (180,174) (182,42) (182,157) (185,6) (185,193) (186,94) (186,105) (187,65) (187,134) (188,61) (188,138) (191,65) (191,134) (193,27) (193,172) | 62 | y2 = x3 + 9x + 111 | 178 | (0,67) (0,132) (1,11) (1,188) (3,31) (3,168) (6,88) (6,111) (8,59) (8,140) (9,18) (9,181) (10,87) (10,112) (16,42) (16,157) (20,27) (20,172) (21,3) (21,196) (31,27) (31,172) (39,9) (39,190) (42,56) (42,143) (43,87) (43,112) (44,11) (44,188) (47,9) (47,190) (51,17) (51,182) (53,4) (53,195) (55,47) (55,152) (56,64) (56,135) (58,39) (58,160) (59,97) (59,102) (60,61) (60,138) (61,69) (61,130) (63,69) (63,130) (64,56) (64,143) (65,30) (65,169) (66,7) (66,192) (71,62) (71,137) (72,22) (72,177) (75,69) (75,130) (76,58) (76,141) (77,45) (77,154) (80,40) (80,159) (81,73) (81,126) (83,91) (83,108) (85,84) (85,115) (88,2) (88,197) (89,25) (89,174) (90,63) (90,136) (91,93) (91,106) (92,12) (92,187) (93,56) (93,143) (96,34) (96,165) (101,74) (101,125) (103,85) (103,114) (105,74) (105,125) (108,54) (108,145) (112,50) (112,149) (113,9) (113,190) (114,23) (114,176) (116,10) (116,189) (117,35) (117,164) (120,94) (120,105) (122,28) (122,171) (126,26) (126,173) (132,35) (132,164) (137,5) (137,194) (141,33) (141,166) (142,79) (142,120) (143,92) (143,107) (146,87) (146,112) (147,46) (147,153) (148,27) (148,172) (149,35) (149,164) (150,25) (150,174) (153,95) (153,104) (154,11) (154,188) (156,4) (156,195) (159,25) (159,174) (161,47) (161,152) (164,30) (164,169) (165,36) (165,163) (167,41) (167,158) (168,17) (168,182) (169,30) (169,169) (175,1) (175,198) (178,51) (178,148) (179,17) (179,182) (180,65) (180,134) (182,47) (182,152) (183,99) (183,100) (187,71) (187,128) (189,4) (189,195) (191,70) (191,129) (192,74) (192,125) (193,55) (193,144) (194,90) (194,109) (196,16) (196,183) | 63 | y2 = x3 + 162x + 117 | 178 | (0,52) (0,147) (1,9) (1,190) (2,38) (2,161) (3,86) (3,113) (4,86) (4,113) (5,16) (5,183) (6,67) (6,132) (7,20) (7,179) (9,48) (9,151) (11,65) (11,134) (12,40) (12,159) (15,56) (15,143) (17,53) (17,146) (19,30) (19,169) (20,51) (20,148) (22,1) (22,198) (23,17) (23,182) (25,84) (25,115) (33,40) (33,159) (35,92) (35,107) (37,7) (37,192) (38,98) (38,101) (40,56) (40,143) (42,4) (42,195) (43,5) (43,194) (46,80) (46,119) (47,78) (47,121) (48,94) (48,105) (50,22) (50,177) (52,59) (52,140) (57,11) (57,188) (58,75) (58,124) (66,2) (66,197) (67,10) (67,189) (68,1) (68,198) (69,67) (69,132) (74,15) (74,184) (75,83) (75,116) (77,9) (77,190) (80,48) (80,151) (82,87) (82,112) (83,84) (83,115) (87,33) (87,166) (91,84) (91,115) (93,43) (93,156) (97,13) (97,186) (101,55) (101,144) (102,57) (102,142) (109,1) (109,198) (110,48) (110,151) (112,90) (112,109) (113,62) (113,137) (115,77) (115,122) (117,25) (117,174) (118,60) (118,139) (121,9) (121,190) (123,34) (123,165) (124,67) (124,132) (125,3) (125,196) (129,14) (129,185) (130,83) (130,116) (133,35) (133,164) (135,6) (135,193) (138,8) (138,191) (139,62) (139,137) (140,10) (140,189) (144,56) (144,143) (145,95) (145,104) (146,62) (146,137) (154,40) (154,159) (156,72) (156,127) (161,88) (161,111) (163,31) (163,168) (164,39) (164,160) (165,94) (165,105) (172,61) (172,138) (173,47) (173,152) (175,64) (175,135) (176,12) (176,187) (180,54) (180,145) (181,18) (181,181) (185,94) (185,105) (188,63) (188,136) (191,10) (191,189) (192,86) (192,113) (193,83) (193,116) (194,66) (194,133) (195,20) (195,179) (196,20) (196,179) | 64 | y2 = x3 + 72x + 98 | 178 | (0,59) (0,140) (2,38) (2,161) (4,98) (4,101) (11,80) (11,119) (12,74) (12,125) (13,68) (13,131) (15,37) (15,162) (16,42) (16,157) (17,71) (17,128) (18,96) (18,103) (21,18) (21,181) (24,39) (24,160) (30,76) (30,123) (33,2) (33,197) (35,11) (35,188) (36,81) (36,118) (40,78) (40,121) (41,27) (41,172) (43,64) (43,135) (44,33) (44,166) (46,98) (46,101) (50,12) (50,187) (51,92) (51,107) (52,37) (52,162) (53,77) (53,122) (54,85) (54,114) (55,41) (55,158) (56,7) (56,192) (58,28) (58,171) (59,24) (59,175) (60,18) (60,181) (63,89) (63,110) (65,87) (65,112) (68,35) (68,164) (69,38) (69,161) (71,44) (71,155) (72,80) (72,119) (78,26) (78,173) (79,23) (79,176) (88,19) (88,180) (89,99) (89,100) (94,43) (94,156) (95,97) (95,102) (98,67) (98,132) (102,47) (102,152) (103,13) (103,186) (104,90) (104,109) (106,13) (106,186) (107,55) (107,144) (108,73) (108,126) (109,91) (109,108) (113,53) (113,146) (116,80) (116,119) (117,15) (117,184) (118,18) (118,181) (120,57) (120,142) (121,52) (121,147) (128,38) (128,161) (130,44) (130,155) (131,31) (131,168) (132,37) (132,162) (136,6) (136,193) (137,22) (137,177) (138,19) (138,180) (140,60) (140,139) (141,3) (141,196) (142,99) (142,100) (148,17) (148,182) (149,98) (149,101) (150,50) (150,149) (153,12) (153,187) (155,36) (155,163) (156,94) (156,105) (158,8) (158,191) (161,1) (161,198) (167,99) (167,100) (168,78) (168,121) (171,72) (171,127) (172,19) (172,180) (177,76) (177,123) (182,54) (182,145) (189,13) (189,186) (190,78) (190,121) (191,76) (191,123) (192,68) (192,131) (193,68) (193,131) (195,12) (195,187) (197,44) (197,155) (198,5) (198,194) | 65 | y2 = x3 + 184x + 123 | 178 | (0,83) (0,116) (6,99) (6,100) (7,19) (7,180) (8,52) (8,147) (10,66) (10,133) (12,26) (12,173) (14,95) (14,104) (15,41) (15,158) (17,76) (17,123) (19,54) (19,145) (20,96) (20,103) (21,78) (21,121) (23,76) (23,123) (25,99) (25,100) (27,59) (27,140) (30,87) (30,112) (31,14) (31,185) (34,50) (34,149) (35,22) (35,177) (38,59) (38,140) (41,42) (41,157) (44,79) (44,120) (45,25) (45,174) (49,5) (49,194) (51,79) (51,120) (56,66) (56,133) (57,28) (57,171) (59,29) (59,170) (60,30) (60,169) (61,18) (61,181) (62,78) (62,121) (64,47) (64,152) (67,28) (67,171) (69,21) (69,178) (71,19) (71,180) (72,34) (72,165) (75,28) (75,171) (79,7) (79,192) (80,17) (80,182) (81,51) (81,148) (82,15) (82,184) (83,27) (83,172) (84,61) (84,138) (85,75) (85,124) (86,26) (86,173) (94,8) (94,191) (96,43) (96,156) (101,26) (101,173) (102,46) (102,153) (103,63) (103,136) (104,79) (104,120) (105,88) (105,111) (106,46) (106,153) (112,53) (112,146) (114,81) (114,118) (116,78) (116,121) (118,86) (118,113) (121,19) (121,180) (122,16) (122,183) (125,24) (125,175) (126,98) (126,101) (130,2) (130,197) (133,66) (133,133) (134,59) (134,140) (136,13) (136,186) (137,27) (137,172) (138,11) (138,188) (140,20) (140,179) (149,7) (149,192) (156,57) (156,142) (159,76) (159,123) (160,33) (160,166) (163,37) (163,162) (164,89) (164,110) (166,74) (166,125) (168,99) (168,100) (169,55) (169,144) (170,7) (170,192) (173,38) (173,161) (174,14) (174,185) (178,27) (178,172) (179,69) (179,130) (180,64) (180,135) (184,82) (184,117) (186,67) (186,132) (188,56) (188,143) (190,46) (190,153) (193,14) (193,185) (197,44) (197,155) | 66 | y2 = x3 + 140x + 139 | 178 | (0,61) (0,138) (1,9) (1,190) (2,32) (2,167) (3,63) (3,136) (6,1) (6,198) (10,56) (10,143) (11,5) (11,194) (19,92) (19,107) (20,81) (20,118) (21,20) (21,179) (23,2) (23,197) (24,72) (24,127) (25,89) (25,110) (26,96) (26,103) (29,23) (29,176) (33,10) (33,189) (34,5) (34,194) (37,75) (37,124) (40,41) (40,158) (41,37) (41,162) (51,86) (51,113) (55,41) (55,158) (56,52) (56,147) (59,98) (59,101) (62,63) (62,136) (65,17) (65,182) (69,40) (69,159) (70,50) (70,149) (72,81) (72,118) (73,88) (73,111) (77,1) (77,198) (78,38) (78,161) (82,4) (82,195) (86,93) (86,106) (88,60) (88,139) (90,71) (90,128) (94,83) (94,116) (96,32) (96,167) (97,68) (97,131) (98,99) (98,100) (100,45) (100,154) (101,32) (101,167) (102,80) (102,119) (103,99) (103,100) (104,41) (104,158) (105,73) (105,126) (107,81) (107,118) (108,66) (108,133) (109,49) (109,150) (111,85) (111,114) (112,22) (112,177) (116,1) (116,198) (117,62) (117,137) (118,35) (118,164) (121,25) (121,174) (123,8) (123,191) (128,55) (128,144) (133,50) (133,149) (134,63) (134,136) (137,17) (137,182) (138,45) (138,154) (141,22) (141,177) (143,34) (143,165) (145,22) (145,177) (146,16) (146,183) (148,65) (148,134) (150,76) (150,123) (154,5) (154,194) (156,88) (156,111) (157,13) (157,186) (158,74) (158,125) (160,45) (160,154) (161,29) (161,170) (162,15) (162,184) (164,70) (164,129) (166,24) (166,175) (167,30) (167,169) (169,88) (169,111) (172,77) (172,122) (180,42) (180,157) (181,44) (181,155) (182,72) (182,127) (186,36) (186,163) (187,78) (187,121) (190,90) (190,109) (192,72) (192,127) (195,50) (195,149) (196,17) (196,182) (197,99) (197,100) | 67 | y2 = x3 + 158x + 111 | 178 | (0,67) (0,132) (5,35) (5,164) (6,9) (6,190) (10,30) (10,169) (14,93) (14,106) (18,35) (18,164) (22,92) (22,107) (24,4) (24,195) (25,69) (25,130) (26,30) (26,169) (27,58) (27,141) (28,47) (28,152) (29,25) (29,174) (32,18) (32,181) (37,33) (37,166) (39,11) (39,188) (40,69) (40,130) (41,41) (41,158) (43,65) (43,134) (45,55) (45,144) (48,9) (48,190) (49,27) (49,172) (50,26) (50,173) (55,97) (55,102) (56,36) (56,163) (57,22) (57,177) (58,51) (58,148) (59,84) (59,115) (60,70) (60,129) (66,27) (66,172) (67,5) (67,194) (68,11) (68,188) (69,25) (69,174) (74,91) (74,108) (75,4) (75,195) (76,34) (76,165) (77,31) (77,168) (79,42) (79,157) (80,28) (80,171) (83,56) (83,143) (84,27) (84,172) (85,47) (85,152) (86,47) (86,152) (89,73) (89,126) (90,71) (90,128) (92,11) (92,188) (95,94) (95,105) (99,87) (99,112) (100,4) (100,195) (101,25) (101,174) (102,7) (102,192) (106,12) (106,187) (108,74) (108,125) (115,17) (115,182) (117,56) (117,143) (119,45) (119,154) (120,99) (120,100) (121,63) (121,136) (122,16) (122,183) (123,85) (123,114) (124,87) (124,112) (125,10) (125,189) (129,79) (129,120) (133,17) (133,182) (134,69) (134,130) (136,2) (136,197) (137,90) (137,109) (138,74) (138,125) (139,59) (139,140) (140,23) (140,176) (141,3) (141,196) (145,9) (145,190) (146,95) (146,104) (147,61) (147,138) (150,17) (150,182) (152,74) (152,125) (154,88) (154,111) (155,50) (155,149) (162,39) (162,160) (163,30) (163,169) (164,62) (164,137) (175,87) (175,112) (176,35) (176,164) (177,64) (177,135) (180,1) (180,198) (185,54) (185,145) (191,46) (191,153) (196,40) (196,159) (198,56) (198,143) | 68 | y2 = x3 + 5x + 125 | 178 | (0,18) (0,181) (1,23) (1,176) (4,72) (4,127) (6,42) (6,157) (8,94) (8,105) (9,74) (9,125) (10,58) (10,141) (12,91) (12,108) (16,91) (16,108) (19,78) (19,121) (20,71) (20,128) (24,61) (24,138) (27,21) (27,178) (28,39) (28,160) (29,88) (29,111) (33,3) (33,196) (36,14) (36,185) (38,8) (38,191) (42,14) (42,185) (44,77) (44,122) (47,92) (47,107) (48,78) (48,121) (50,76) (50,123) (54,98) (54,101) (55,49) (55,150) (59,86) (59,113) (60,50) (60,149) (62,19) (62,180) (63,44) (63,155) (65,16) (65,183) (68,26) (68,173) (69,80) (69,119) (70,1) (70,198) (73,8) (73,191) (74,82) (74,117) (76,41) (76,158) (77,61) (77,138) (80,10) (80,189) (86,72) (86,127) (88,8) (88,191) (91,90) (91,109) (92,63) (92,136) (94,73) (94,126) (95,22) (95,177) (97,79) (97,120) (98,61) (98,138) (100,75) (100,124) (101,67) (101,132) (102,24) (102,175) (103,85) (103,114) (107,96) (107,103) (109,72) (109,127) (118,87) (118,112) (121,14) (121,185) (122,67) (122,132) (123,34) (123,165) (127,55) (127,144) (129,99) (129,100) (132,78) (132,121) (133,75) (133,124) (134,81) (134,118) (140,60) (140,139) (142,48) (142,151) (143,44) (143,155) (148,56) (148,143) (149,65) (149,134) (152,12) (152,187) (154,64) (154,135) (155,93) (155,106) (158,98) (158,101) (160,50) (160,149) (162,80) (162,119) (165,75) (165,124) (167,80) (167,119) (168,32) (168,167) (171,91) (171,108) (172,40) (172,159) (173,54) (173,145) (175,67) (175,132) (178,50) (178,149) (179,69) (179,130) (182,36) (182,163) (183,39) (183,160) (184,43) (184,156) (186,98) (186,101) (187,39) (187,160) (188,27) (188,172) (189,95) (189,104) (192,44) (192,155) | 69 | y2 = x3 + 111x + 61 | 178 | (0,85) (0,114) (2,93) (2,106) (3,53) (3,146) (5,12) (5,187) (11,15) (11,184) (14,58) (14,141) (15,46) (15,153) (16,19) (16,180) (18,54) (18,145) (20,27) (20,172) (21,67) (21,132) (24,80) (24,119) (26,15) (26,184) (28,68) (28,131) (29,40) (29,159) (34,73) (34,126) (35,97) (35,102) (39,32) (39,167) (40,29) (40,170) (41,36) (41,163) (42,87) (42,112) (45,8) (45,191) (46,60) (46,139) (47,7) (47,192) (54,90) (54,109) (55,40) (55,159) (56,87) (56,112) (60,55) (60,144) (61,28) (61,171) (62,74) (62,125) (64,96) (64,103) (65,52) (65,147) (67,72) (67,127) (70,81) (70,118) (71,84) (71,115) (75,53) (75,146) (76,11) (76,188) (80,77) (80,122) (81,3) (81,196) (83,58) (83,141) (84,78) (84,121) (87,24) (87,175) (92,18) (92,181) (93,45) (93,154) (98,48) (98,151) (99,94) (99,105) (101,87) (101,112) (102,58) (102,141) (103,13) (103,186) (107,14) (107,185) (108,56) (108,143) (109,82) (109,117) (115,40) (115,159) (120,23) (120,176) (121,53) (121,146) (123,1) (123,198) (125,44) (125,155) (126,44) (126,155) (128,35) (128,164) (129,39) (129,160) (130,2) (130,197) (131,62) (131,137) (132,50) (132,149) (133,82) (133,117) (134,76) (134,123) (141,59) (141,140) (142,24) (142,175) (143,48) (143,151) (144,78) (144,121) (146,83) (146,116) (147,44) (147,155) (151,77) (151,122) (153,30) (153,169) (154,43) (154,156) (155,90) (155,109) (156,82) (156,117) (157,48) (157,151) (158,47) (158,152) (162,15) (162,184) (164,71) (164,128) (166,96) (166,103) (167,77) (167,122) (168,96) (168,103) (169,24) (169,175) (170,78) (170,121) (175,17) (175,182) (189,90) (189,109) (190,70) (190,129) (194,66) (194,133) | 70 | y2 = x3 + 92x + 18 | 178 | (0,60) (0,139) (1,67) (1,132) (3,91) (3,108) (4,98) (4,101) (7,72) (7,127) (8,79) (8,120) (9,88) (9,111) (11,42) (11,157) (12,8) (12,191) (13,25) (13,174) (14,95) (14,104) (15,14) (15,185) (16,51) (16,148) (23,42) (23,157) (24,54) (24,145) (25,86) (25,113) (26,22) (26,177) (31,5) (31,194) (34,62) (34,137) (35,12) (35,187) (38,26) (38,173) (42,34) (42,165) (43,10) (43,189) (44,59) (44,140) (45,34) (45,165) (48,2) (48,197) (49,63) (49,136) (51,38) (51,161) (52,90) (52,109) (54,71) (54,128) (55,78) (55,121) (56,33) (56,166) (60,38) (60,161) (64,14) (64,185) (65,86) (65,113) (66,85) (66,114) (68,52) (68,147) (69,82) (69,117) (70,51) (70,148) (71,93) (71,106) (73,61) (73,138) (80,28) (80,171) (88,38) (88,161) (89,77) (89,122) (92,18) (92,181) (93,4) (93,195) (97,65) (97,134) (98,1) (98,198) (100,41) (100,158) (101,45) (101,154) (106,47) (106,152) (108,65) (108,134) (109,86) (109,113) (111,69) (111,130) (112,34) (112,165) (113,51) (113,148) (120,14) (120,185) (123,3) (123,196) (125,48) (125,151) (136,41) (136,158) (138,97) (138,102) (139,69) (139,130) (140,56) (140,143) (141,19) (141,180) (144,11) (144,188) (145,13) (145,186) (146,93) (146,106) (148,69) (148,130) (150,68) (150,131) (151,80) (151,119) (153,61) (153,138) (162,41) (162,158) (164,84) (164,115) (165,42) (165,157) (166,7) (166,192) (167,46) (167,153) (170,5) (170,194) (172,61) (172,138) (176,62) (176,137) (179,39) (179,160) (181,93) (181,106) (185,31) (185,168) (186,40) (186,159) (188,62) (188,137) (190,75) (190,124) (192,15) (192,184) (193,65) (193,134) (197,5) (197,194) (198,70) (198,129) | 71 | y2 = x3 + 104x + 157 | 178 | (0,82) (0,117) (1,62) (1,137) (3,59) (3,140) (4,55) (4,144) (6,20) (6,179) (9,35) (9,164) (10,40) (10,159) (11,29) (11,170) (13,70) (13,129) (14,24) (14,175) (15,52) (15,147) (17,79) (17,120) (18,10) (18,189) (22,77) (22,122) (26,61) (26,138) (27,34) (27,165) (29,10) (29,189) (30,32) (30,167) (32,45) (32,154) (33,70) (33,129) (34,49) (34,150) (35,92) (35,107) (37,27) (37,172) (39,38) (39,161) (42,40) (42,159) (43,77) (43,122) (48,91) (48,108) (53,91) (53,108) (54,16) (54,183) (55,52) (55,147) (58,50) (58,149) (60,78) (60,121) (63,65) (63,134) (66,14) (66,185) (67,45) (67,154) (72,87) (72,112) (77,86) (77,113) (78,68) (78,131) (79,23) (79,176) (80,93) (80,106) (84,47) (84,152) (85,75) (85,124) (87,62) (87,137) (88,98) (88,101) (90,25) (90,174) (94,90) (94,109) (97,73) (97,126) (98,91) (98,108) (99,94) (99,105) (100,45) (100,154) (104,12) (104,187) (107,90) (107,109) (111,62) (111,137) (112,98) (112,101) (113,64) (113,135) (114,96) (114,103) (119,53) (119,146) (123,80) (123,119) (124,83) (124,116) (125,19) (125,180) (126,73) (126,126) (129,52) (129,147) (132,94) (132,105) (134,77) (134,122) (135,87) (135,112) (137,56) (137,143) (139,1) (139,198) (145,43) (145,156) (147,40) (147,159) (149,74) (149,125) (152,10) (152,189) (153,70) (153,129) (158,76) (158,123) (160,8) (160,191) (162,88) (162,111) (163,30) (163,169) (164,3) (164,196) (165,36) (165,163) (167,94) (167,105) (169,22) (169,177) (173,37) (173,162) (175,73) (175,126) (176,18) (176,181) (182,21) (182,178) (188,95) (188,104) (191,87) (191,112) (192,9) (192,190) (197,90) (197,109) (198,98) (198,101) | 72 | y2 = x3 + 1x + 18 | 178 | (0,60) (0,139) (1,47) (1,152) (2,25) (2,174) (4,22) (4,177) (7,13) (7,186) (8,90) (8,109) (10,86) (10,113) (15,5) (15,194) (17,42) (17,157) (19,54) (19,145) (29,77) (29,122) (32,88) (32,111) (36,12) (36,187) (37,19) (37,180) (38,2) (38,197) (41,46) (41,153) (45,65) (45,134) (46,41) (46,158) (47,72) (47,127) (48,51) (48,148) (52,69) (52,130) (56,42) (56,157) (61,1) (61,198) (63,69) (63,130) (66,5) (66,194) (68,59) (68,140) (69,68) (69,131) (72,51) (72,148) (73,62) (73,137) (77,91) (77,108) (78,86) (78,113) (79,51) (79,148) (83,34) (83,165) (84,69) (84,130) (85,78) (85,121) (87,52) (87,147) (92,67) (92,132) (94,95) (94,104) (95,14) (95,185) (99,93) (99,106) (102,85) (102,114) (103,61) (103,138) (105,31) (105,168) (106,18) (106,181) (107,70) (107,129) (109,8) (109,191) (111,86) (111,113) (113,26) (113,173) (114,11) (114,188) (115,38) (115,161) (117,14) (117,185) (118,5) (118,194) (126,42) (126,157) (130,63) (130,136) (135,93) (135,106) (136,38) (136,161) (138,45) (138,154) (139,79) (139,120) (143,62) (143,137) (144,56) (144,143) (146,61) (146,138) (147,38) (147,161) (148,7) (148,192) (149,61) (149,138) (150,39) (150,160) (152,15) (152,184) (155,34) (155,165) (157,48) (157,151) (159,97) (159,102) (160,34) (160,165) (161,80) (161,119) (163,84) (163,115) (164,93) (164,106) (167,75) (167,124) (168,65) (168,134) (169,98) (169,101) (172,3) (172,196) (174,41) (174,158) (175,10) (175,189) (177,33) (177,166) (178,41) (178,158) (179,82) (179,117) (182,62) (182,137) (185,65) (185,134) (186,14) (186,185) (192,71) (192,128) (196,28) (196,171) (197,40) (197,159) (198,4) (198,195) | 73 | y2 = x3 + 35x + 92 | 178 | (0,93) (0,106) (1,39) (1,160) (3,5) (3,194) (5,81) (5,118) (10,7) (10,192) (12,38) (12,161) (13,82) (13,117) (17,25) (17,174) (20,6) (20,193) (28,61) (28,138) (31,83) (31,116) (35,51) (35,148) (36,7) (36,192) (39,9) (39,190) (41,20) (41,179) (43,67) (43,132) (44,98) (44,101) (45,43) (45,156) (47,17) (47,182) (48,39) (48,160) (49,97) (49,102) (50,26) (50,173) (51,2) (51,197) (52,6) (52,193) (54,68) (54,131) (56,89) (56,110) (58,5) (58,194) (59,24) (59,175) (64,76) (64,123) (67,83) (67,116) (69,26) (69,173) (73,80) (73,119) (74,73) (74,126) (75,18) (75,181) (77,25) (77,174) (78,42) (78,157) (79,28) (79,171) (80,26) (80,173) (81,75) (81,124) (82,48) (82,151) (83,79) (83,120) (86,13) (86,186) (90,11) (90,188) (91,38) (91,161) (93,19) (93,180) (95,52) (95,147) (96,38) (96,161) (98,85) (98,114) (100,45) (100,154) (101,83) (101,116) (105,25) (105,174) (109,62) (109,137) (110,99) (110,100) (111,10) (111,189) (112,47) (112,152) (114,84) (114,115) (116,50) (116,149) (118,23) (118,176) (120,14) (120,185) (125,32) (125,167) (127,6) (127,193) (129,92) (129,107) (132,85) (132,114) (134,1) (134,198) (136,42) (136,157) (138,5) (138,194) (148,58) (148,141) (150,39) (150,160) (151,97) (151,102) (152,33) (152,166) (153,7) (153,192) (154,46) (154,153) (155,27) (155,172) (158,88) (158,111) (160,74) (160,125) (161,40) (161,159) (166,51) (166,148) (168,85) (168,114) (170,89) (170,110) (171,29) (171,170) (172,89) (172,110) (178,65) (178,134) (180,54) (180,145) (183,49) (183,150) (184,42) (184,157) (190,21) (190,178) (193,8) (193,191) (197,51) (197,148) (198,97) (198,102) | 74 | y2 = x3 + 130x + 5 | 178 | (0,76) (0,123) (7,8) (7,191) (10,64) (10,135) (13,67) (13,132) (18,60) (18,139) (19,58) (19,141) (20,43) (20,156) (21,97) (21,102) (22,58) (22,141) (26,71) (26,128) (27,78) (27,121) (28,18) (28,181) (38,52) (38,147) (39,52) (39,147) (41,32) (41,167) (44,31) (44,168) (46,55) (46,144) (47,17) (47,182) (49,68) (49,131) (50,31) (50,168) (54,48) (54,151) (55,20) (55,179) (56,47) (56,152) (57,37) (57,162) (59,70) (59,129) (62,35) (62,164) (63,61) (63,138) (64,25) (64,174) (65,36) (65,163) (67,86) (67,113) (73,78) (73,121) (76,64) (76,135) (77,93) (77,106) (78,27) (78,172) (79,21) (79,178) (82,16) (82,183) (84,96) (84,103) (85,11) (85,188) (89,12) (89,187) (91,98) (91,101) (92,15) (92,184) (95,10) (95,189) (98,54) (98,145) (99,78) (99,121) (101,26) (101,173) (102,79) (102,120) (103,94) (103,105) (105,31) (105,168) (108,82) (108,117) (109,88) (109,111) (110,57) (110,142) (112,15) (112,184) (113,64) (113,135) (116,10) (116,189) (122,52) (122,147) (136,95) (136,104) (137,24) (137,175) (139,94) (139,105) (144,40) (144,159) (145,33) (145,166) (150,19) (150,180) (153,13) (153,186) (156,94) (156,105) (157,16) (157,183) (158,58) (158,141) (159,16) (159,183) (160,93) (160,106) (161,93) (161,106) (162,62) (162,137) (165,85) (165,114) (166,37) (166,162) (167,84) (167,115) (168,51) (168,148) (170,30) (170,169) (174,45) (174,154) (175,37) (175,162) (177,32) (177,167) (179,56) (179,143) (180,32) (180,167) (182,65) (182,134) (184,75) (184,124) (185,60) (185,139) (186,59) (186,140) (187,10) (187,189) (191,29) (191,170) (192,44) (192,155) (193,2) (193,197) (194,15) (194,184) (195,60) (195,139) | 75 | y2 = x3 + 13x + 123 | 178 | (0,83) (0,116) (2,82) (2,117) (4,55) (4,144) (5,78) (5,121) (11,76) (11,123) (14,8) (14,191) (15,67) (15,132) (16,7) (16,192) (18,47) (18,152) (19,57) (19,142) (20,5) (20,194) (22,50) (22,149) (23,98) (23,101) (24,54) (24,145) (27,43) (27,156) (28,56) (28,143) (29,51) (29,148) (30,38) (30,161) (33,79) (33,120) (37,78) (37,121) (39,99) (39,100) (41,46) (41,153) (42,27) (42,172) (45,33) (45,166) (48,59) (48,140) (49,2) (49,197) (50,76) (50,123) (52,52) (52,147) (55,75) (55,124) (63,99) (63,100) (65,66) (65,133) (66,46) (66,153) (69,69) (69,130) (70,34) (70,165) (71,89) (71,110) (72,28) (72,171) (73,7) (73,192) (75,59) (75,140) (76,59) (76,140) (78,26) (78,173) (79,79) (79,120) (84,74) (84,125) (85,29) (85,170) (87,79) (87,120) (88,13) (88,186) (90,19) (90,180) (91,95) (91,104) (92,46) (92,153) (97,99) (97,100) (98,18) (98,181) (101,11) (101,188) (102,14) (102,185) (110,7) (110,192) (114,20) (114,179) (116,24) (116,175) (122,17) (122,182) (128,22) (128,177) (130,96) (130,103) (131,53) (131,146) (135,15) (135,184) (136,14) (136,185) (137,28) (137,171) (138,76) (138,123) (144,81) (144,118) (145,19) (145,180) (148,61) (148,138) (150,21) (150,178) (157,78) (157,121) (159,26) (159,173) (160,14) (160,185) (161,26) (161,173) (162,27) (162,172) (163,19) (163,180) (164,37) (164,162) (165,66) (165,133) (167,42) (167,157) (168,66) (168,133) (170,86) (170,113) (172,63) (172,136) (175,64) (175,135) (185,88) (185,111) (186,44) (186,155) (189,28) (189,171) (191,30) (191,169) (193,25) (193,174) (194,27) (194,172) (195,87) (195,112) (196,16) (196,183) (197,41) (197,158) | 76 | y2 = x3 + 4x + 144 | 178 | (0,12) (0,187) (2,89) (2,110) (4,5) (4,194) (5,17) (5,182) (7,52) (7,147) (8,84) (8,115) (11,46) (11,153) (13,76) (13,123) (14,77) (14,122) (15,14) (15,185) (16,18) (16,181) (19,78) (19,121) (20,57) (20,142) (23,57) (23,142) (27,45) (27,154) (29,42) (29,157) (30,1) (30,198) (31,72) (31,127) (34,88) (34,111) (35,37) (35,162) (37,1) (37,198) (38,29) (38,170) (53,88) (53,111) (58,95) (58,104) (61,67) (61,132) (64,62) (64,137) (71,61) (71,138) (72,82) (72,117) (73,72) (73,127) (74,36) (74,163) (76,80) (76,119) (77,9) (77,190) (79,24) (79,175) (82,49) (82,150) (87,92) (87,107) (89,51) (89,148) (90,13) (90,186) (92,48) (92,151) (93,52) (93,147) (94,94) (94,105) (95,72) (95,127) (96,50) (96,149) (97,81) (97,118) (99,52) (99,147) (101,32) (101,167) (104,26) (104,173) (105,3) (105,196) (111,33) (111,166) (112,88) (112,111) (115,70) (115,129) (119,99) (119,100) (121,33) (121,166) (122,40) (122,159) (123,16) (123,183) (126,26) (126,173) (127,23) (127,176) (129,61) (129,138) (132,1) (132,198) (135,15) (135,184) (136,28) (136,171) (137,13) (137,186) (138,66) (138,133) (139,60) (139,139) (144,50) (144,149) (145,79) (145,120) (146,92) (146,107) (149,48) (149,151) (151,2) (151,197) (154,58) (154,141) (155,73) (155,126) (156,57) (156,142) (157,48) (157,151) (158,50) (158,149) (159,96) (159,103) (165,92) (165,107) (166,33) (166,166) (168,26) (168,173) (170,64) (170,135) (171,13) (171,186) (173,37) (173,162) (174,90) (174,109) (184,93) (184,106) (185,54) (185,145) (188,19) (188,180) (190,37) (190,162) (193,74) (193,125) (195,8) (195,191) (197,39) (197,160) (198,61) (198,138) | 77 | y2 = x3 + 180x + 64 | 178 | (0,8) (0,191) (1,65) (1,134) (4,98) (4,101) (5,33) (5,166) (8,15) (8,184) (9,5) (9,194) (15,13) (15,186) (20,91) (20,108) (22,44) (22,155) (23,75) (23,124) (25,17) (25,182) (26,80) (26,119) (27,54) (27,145) (31,49) (31,150) (33,56) (33,143) (34,64) (34,135) (35,22) (35,177) (37,57) (37,142) (38,22) (38,177) (42,91) (42,108) (44,6) (44,193) (45,28) (45,171) (47,67) (47,132) (51,40) (51,159) (55,5) (55,194) (58,7) (58,192) (60,2) (60,197) (64,74) (64,125) (65,25) (65,174) (66,12) (66,187) (68,66) (68,133) (69,92) (69,107) (70,38) (70,161) (71,60) (71,139) (72,49) (72,150) (74,67) (74,132) (78,67) (78,132) (79,79) (79,120) (81,32) (81,167) (83,61) (83,138) (85,98) (85,101) (88,94) (88,105) (90,3) (90,196) (96,49) (96,150) (98,78) (98,121) (101,51) (101,148) (102,16) (102,183) (103,48) (103,151) (107,47) (107,152) (110,98) (110,101) (116,63) (116,136) (117,84) (117,115) (120,97) (120,102) (126,22) (126,177) (127,48) (127,151) (134,10) (134,189) (135,5) (135,194) (137,91) (137,108) (139,70) (139,129) (141,26) (141,173) (142,32) (142,167) (143,45) (143,154) (144,74) (144,125) (145,55) (145,144) (146,38) (146,161) (151,86) (151,113) (153,52) (153,147) (154,90) (154,109) (155,93) (155,106) (156,24) (156,175) (159,92) (159,107) (162,62) (162,137) (163,85) (163,114) (168,48) (168,151) (170,92) (170,107) (175,32) (175,167) (177,88) (177,111) (178,82) (178,117) (182,38) (182,161) (183,75) (183,124) (184,77) (184,122) (186,30) (186,169) (189,99) (189,100) (190,74) (190,125) (191,36) (191,163) (192,75) (192,124) (193,34) (193,165) (196,33) (196,166) (197,33) (197,166) | 78 | y2 = x3 + 31x + 28 | 178 | (0,25) (0,174) (2,59) (2,140) (6,80) (6,119) (10,12) (10,187) (16,21) (16,178) (18,99) (18,100) (20,84) (20,115) (23,42) (23,157) (26,36) (26,163) (27,38) (27,161) (28,19) (28,180) (29,21) (29,178) (30,59) (30,140) (32,82) (32,117) (34,63) (34,136) (35,3) (35,196) (36,55) (36,144) (41,42) (41,157) (42,14) (42,185) (45,49) (45,150) (46,22) (46,177) (50,51) (50,148) (52,19) (52,180) (53,30) (53,169) (54,31) (54,168) (60,88) (60,111) (61,99) (61,100) (63,33) (63,166) (65,43) (65,156) (66,5) (66,194) (68,77) (68,122) (70,27) (70,172) (74,81) (74,118) (76,66) (76,133) (81,62) (81,137) (82,11) (82,188) (88,71) (88,128) (89,50) (89,149) (93,70) (93,129) (94,78) (94,121) (96,1) (96,198) (101,75) (101,124) (104,69) (104,130) (106,23) (106,176) (107,89) (107,110) (108,45) (108,154) (109,89) (109,110) (115,39) (115,160) (119,19) (119,180) (120,99) (120,100) (121,85) (121,114) (122,20) (122,179) (125,96) (125,103) (127,85) (127,114) (128,92) (128,107) (129,83) (129,116) (132,71) (132,128) (133,35) (133,164) (135,42) (135,157) (136,34) (136,165) (140,24) (140,175) (141,39) (141,160) (142,39) (142,160) (143,69) (143,130) (144,74) (144,125) (145,17) (145,182) (146,56) (146,143) (148,11) (148,188) (150,85) (150,114) (151,69) (151,130) (153,13) (153,186) (154,21) (154,178) (155,29) (155,170) (163,4) (163,195) (164,68) (164,131) (167,59) (167,140) (168,11) (168,188) (169,82) (169,117) (170,49) (170,150) (172,76) (172,123) (174,44) (174,155) (178,71) (178,128) (182,89) (182,110) (183,49) (183,150) (187,52) (187,147) (189,67) (189,132) (191,8) (191,191) (192,57) (192,142) (197,82) (197,117) | 79 | y2 = x3 + 10x + 25 | 178 | (0,5) (0,194) (1,6) (1,193) (2,75) (2,124) (5,1) (5,198) (6,36) (6,163) (7,55) (7,144) (8,47) (8,152) (10,54) (10,145) (14,83) (14,116) (16,36) (16,163) (20,71) (20,128) (29,25) (29,174) (30,96) (30,103) (32,26) (32,173) (37,30) (37,169) (41,30) (41,169) (44,26) (44,173) (46,50) (46,149) (49,82) (49,117) (50,73) (50,126) (52,96) (52,103) (53,88) (53,111) (54,53) (54,146) (55,63) (55,136) (56,22) (56,177) (57,11) (57,188) (58,10) (58,189) (59,32) (59,167) (63,34) (63,165) (66,32) (66,167) (67,42) (67,157) (70,98) (70,101) (72,79) (72,120) (73,54) (73,145) (74,32) (74,167) (77,15) (77,184) (78,44) (78,155) (80,20) (80,179) (82,28) (82,171) (84,56) (84,143) (85,17) (85,182) (87,67) (87,132) (89,35) (89,164) (93,77) (93,122) (95,62) (95,137) (98,23) (98,176) (105,91) (105,108) (106,84) (106,115) (109,16) (109,183) (115,59) (115,140) (116,54) (116,145) (117,96) (117,103) (120,78) (120,121) (121,30) (121,169) (123,26) (123,173) (127,66) (127,133) (128,20) (128,179) (138,17) (138,182) (142,39) (142,160) (144,85) (144,114) (147,28) (147,171) (149,33) (149,166) (150,93) (150,106) (152,40) (152,159) (156,22) (156,177) (158,44) (158,155) (160,4) (160,195) (162,44) (162,155) (163,42) (163,157) (164,88) (164,111) (166,37) (166,162) (168,42) (168,157) (169,28) (169,171) (171,9) (171,190) (174,95) (174,104) (175,17) (175,182) (176,31) (176,168) (177,36) (177,163) (178,92) (178,107) (180,90) (180,109) (181,88) (181,111) (182,64) (182,135) (185,46) (185,153) (186,22) (186,177) (190,20) (190,179) (192,72) (192,127) (194,7) (194,192) (197,14) (197,185) (198,51) (198,148) | 80 | y2 = x3 + 175x + 64 | 178 | (0,8) (0,191) (4,80) (4,119) (7,55) (7,144) (10,25) (10,174) (12,67) (12,132) (13,77) (13,122) (15,33) (15,166) (18,84) (18,115) (21,57) (21,142) (22,45) (22,154) (24,24) (24,175) (28,38) (28,161) (31,16) (31,183) (32,5) (32,194) (34,44) (34,155) (36,22) (36,177) (37,26) (37,173) (39,90) (39,109) (42,67) (42,132) (45,34) (45,165) (49,91) (49,108) (50,22) (50,177) (51,56) (51,143) (52,70) (52,129) (57,49) (57,150) (58,82) (58,117) (59,98) (59,101) (60,36) (60,163) (61,78) (61,121) (62,33) (62,166) (66,49) (66,150) (67,91) (67,108) (68,6) (68,193) (71,85) (71,114) (72,38) (72,161) (74,61) (74,138) (75,99) (75,100) (76,49) (76,150) (82,5) (82,194) (83,91) (83,108) (85,5) (85,194) (87,66) (87,133) (89,32) (89,167) (92,65) (92,134) (93,47) (93,152) (95,97) (95,102) (96,54) (96,145) (99,38) (99,161) (101,92) (101,107) (102,12) (102,187) (104,79) (104,120) (111,17) (111,182) (113,22) (113,177) (114,74) (114,125) (115,40) (115,159) (117,74) (117,125) (118,92) (118,107) (120,75) (120,124) (121,3) (121,196) (122,33) (122,166) (123,48) (123,151) (125,63) (125,136) (126,75) (126,124) (129,32) (129,167) (131,93) (131,106) (133,48) (133,151) (136,94) (136,105) (138,51) (138,148) (139,15) (139,184) (142,48) (142,151) (143,64) (143,135) (145,67) (145,132) (146,52) (146,147) (147,2) (147,197) (152,75) (152,124) (160,28) (160,171) (161,86) (161,113) (162,7) (162,192) (164,60) (164,139) (165,88) (165,111) (167,74) (167,125) (169,98) (169,101) (170,98) (170,101) (178,62) (178,137) (179,92) (179,107) (180,32) (180,167) (186,13) (186,186) (189,10) (189,189) (197,30) (197,169) | 81 | y2 = x3 + 47x + 182 | 178 | (0,88) (0,111) (1,35) (1,164) (3,56) (3,143) (4,6) (4,193) (5,12) (5,187) (7,43) (7,156) (9,90) (9,109) (11,55) (11,144) (12,22) (12,177) (13,76) (13,123) (14,20) (14,179) (17,83) (17,116) (18,33) (18,166) (22,83) (22,116) (24,72) (24,127) (27,55) (27,144) (29,8) (29,191) (31,28) (31,171) (34,17) (34,182) (35,46) (35,153) (38,18) (38,181) (40,81) (40,118) (45,84) (45,115) (46,58) (46,141) (50,42) (50,157) (53,67) (53,132) (54,63) (54,136) (56,46) (56,153) (59,58) (59,141) (60,36) (60,163) (63,96) (63,103) (65,43) (65,156) (68,87) (68,112) (69,20) (69,179) (70,49) (70,150) (71,65) (71,134) (77,68) (77,131) (78,2) (78,197) (79,35) (79,164) (84,86) (84,113) (85,3) (85,196) (87,30) (87,169) (88,6) (88,193) (89,59) (89,140) (94,58) (94,141) (100,23) (100,176) (101,80) (101,119) (103,71) (103,128) (105,69) (105,130) (107,6) (107,193) (108,46) (108,153) (112,85) (112,114) (115,27) (115,172) (116,20) (116,179) (118,29) (118,170) (119,35) (119,164) (121,34) (121,165) (124,29) (124,170) (126,19) (126,180) (127,43) (127,156) (131,77) (131,122) (133,70) (133,129) (135,59) (135,140) (136,74) (136,125) (137,39) (137,160) (139,62) (139,137) (140,69) (140,130) (148,97) (148,102) (150,25) (150,174) (152,60) (152,139) (153,69) (153,130) (155,93) (155,106) (156,29) (156,170) (158,24) (158,175) (160,83) (160,116) (161,55) (161,144) (166,92) (166,107) (168,66) (168,133) (172,18) (172,181) (173,17) (173,182) (174,59) (174,140) (175,73) (175,126) (186,89) (186,110) (187,26) (187,173) (188,18) (188,181) (190,5) (190,194) (191,17) (191,182) (196,51) (196,148) (197,94) (197,105) | 82 | y2 = x3 + 70x + 98 | 178 | (0,59) (0,140) (1,13) (1,186) (2,68) (2,131) (5,37) (5,162) (8,37) (8,162) (9,8) (9,191) (10,87) (10,112) (11,72) (11,127) (12,26) (12,173) (15,44) (15,155) (16,90) (16,109) (17,80) (17,119) (18,15) (18,184) (19,39) (19,160) (20,44) (20,155) (23,12) (23,187) (24,94) (24,105) (25,89) (25,110) (28,54) (28,145) (29,99) (29,100) (30,12) (30,187) (31,47) (31,152) (35,38) (35,161) (36,11) (36,188) (37,3) (37,196) (41,99) (41,100) (45,68) (45,131) (48,53) (48,146) (51,2) (51,197) (53,98) (53,101) (55,24) (55,175) (57,80) (57,119) (60,76) (60,123) (61,67) (61,132) (64,96) (64,103) (67,22) (67,177) (68,33) (68,166) (69,50) (69,149) (75,13) (75,186) (78,91) (78,108) (79,42) (79,157) (84,17) (84,182) (85,41) (85,158) (86,1) (86,198) (87,35) (87,164) (91,43) (91,156) (93,55) (93,144) (95,57) (95,142) (98,78) (98,121) (100,77) (100,122) (103,19) (103,180) (104,23) (104,176) (107,5) (107,194) (109,74) (109,125) (110,18) (110,181) (112,31) (112,168) (115,92) (115,107) (123,13) (123,186) (125,80) (125,119) (128,81) (128,118) (129,99) (129,100) (131,36) (131,163) (133,78) (133,121) (136,19) (136,180) (141,18) (141,181) (144,60) (144,139) (146,12) (146,187) (147,18) (147,181) (152,68) (152,131) (159,19) (159,180) (162,28) (162,171) (164,44) (164,155) (165,76) (165,123) (167,78) (167,121) (169,98) (169,101) (171,71) (171,128) (173,76) (173,123) (174,6) (174,193) (175,64) (175,135) (176,98) (176,101) (177,7) (177,192) (179,38) (179,161) (183,97) (183,102) (184,38) (184,161) (185,73) (185,126) (186,37) (186,162) (187,52) (187,147) (190,27) (190,172) (192,85) (192,114) | 83 | y2 = x3 + 20x + 5 | 178 | (0,76) (0,123) (1,15) (1,184) (2,75) (2,124) (3,93) (3,106) (5,35) (5,164) (7,17) (7,182) (8,94) (8,105) (12,88) (12,111) (15,59) (15,140) (16,21) (16,178) (18,25) (18,174) (19,94) (19,105) (20,68) (20,131) (24,58) (24,141) (32,58) (32,141) (37,97) (37,102) (38,64) (38,135) (40,54) (40,145) (43,37) (43,162) (45,93) (45,106) (47,33) (47,166) (48,52) (48,147) (54,44) (54,155) (55,11) (55,188) (56,32) (56,167) (58,62) (58,137) (59,20) (59,179) (65,64) (65,135) (66,79) (66,120) (67,15) (67,184) (69,56) (69,143) (72,37) (72,162) (76,78) (76,121) (81,12) (81,187) (84,37) (84,162) (85,70) (85,129) (87,31) (87,168) (88,95) (88,104) (94,98) (94,101) (96,64) (96,135) (97,51) (97,148) (99,13) (99,186) (100,55) (100,144) (105,82) (105,117) (108,60) (108,139) (109,27) (109,172) (110,30) (110,169) (111,61) (111,138) (117,60) (117,139) (118,57) (118,142) (120,10) (120,189) (121,10) (121,189) (124,36) (124,163) (125,16) (125,183) (126,31) (126,168) (130,43) (130,156) (131,15) (131,184) (135,16) (135,183) (136,45) (136,154) (137,86) (137,113) (138,16) (138,183) (140,40) (140,159) (143,58) (143,141) (145,8) (145,191) (146,78) (146,121) (147,29) (147,170) (148,96) (148,103) (151,93) (151,106) (152,48) (152,151) (154,52) (154,147) (157,10) (157,189) (159,26) (159,173) (160,2) (160,197) (165,47) (165,152) (167,32) (167,167) (169,71) (169,128) (172,94) (172,105) (173,60) (173,139) (175,32) (175,167) (176,78) (176,121) (177,85) (177,114) (179,19) (179,180) (182,18) (182,181) (184,67) (184,132) (185,31) (185,168) (188,65) (188,134) (190,84) (190,115) (194,24) (194,175) (196,52) (196,147) | 84 | y2 = x3 + 115x + 140 | 178 | (0,90) (0,109) (1,16) (1,183) (3,78) (3,121) (6,38) (6,161) (7,33) (7,166) (12,8) (12,191) (13,38) (13,161) (14,64) (14,135) (15,71) (15,128) (16,92) (16,107) (17,21) (17,178) (20,93) (20,106) (22,69) (22,130) (24,40) (24,159) (26,72) (26,127) (27,21) (27,178) (29,2) (29,197) (31,8) (31,191) (33,79) (33,120) (37,70) (37,129) (38,94) (38,105) (39,57) (39,142) (45,70) (45,129) (47,52) (47,147) (48,6) (48,193) (52,57) (52,142) (53,84) (53,115) (56,67) (56,132) (57,98) (57,101) (60,89) (60,110) (61,50) (61,149) (62,80) (62,119) (63,18) (63,181) (65,43) (65,156) (67,77) (67,122) (71,97) (71,102) (75,2) (75,197) (76,92) (76,107) (78,93) (78,106) (79,28) (79,171) (81,51) (81,148) (83,81) (83,118) (84,23) (84,176) (85,37) (85,162) (86,27) (86,172) (87,40) (87,159) (88,40) (88,159) (91,4) (91,195) (94,19) (94,180) (95,2) (95,197) (96,60) (96,139) (98,63) (98,136) (99,82) (99,117) (100,83) (100,116) (101,93) (101,106) (102,95) (102,104) (103,62) (103,137) (107,92) (107,107) (108,57) (108,142) (117,70) (117,129) (119,11) (119,188) (121,63) (121,136) (122,51) (122,148) (126,23) (126,176) (128,5) (128,194) (129,46) (129,153) (132,91) (132,108) (134,53) (134,146) (136,73) (136,126) (137,7) (137,192) (141,12) (141,187) (142,32) (142,167) (143,13) (143,186) (144,42) (144,157) (147,4) (147,195) (148,39) (148,160) (151,29) (151,170) (155,21) (155,178) (156,8) (156,191) (157,15) (157,184) (160,4) (160,195) (161,1) (161,198) (163,41) (163,158) (164,76) (164,123) (166,3) (166,196) (179,63) (179,136) (180,38) (180,161) (188,23) (188,176) (195,51) (195,148) | 85 | y2 = x3 + 131x + 106 | 178 | (0,92) (0,107) (2,66) (2,133) (3,39) (3,160) (5,17) (5,182) (7,42) (7,157) (10,25) (10,174) (11,93) (11,106) (12,53) (12,146) (13,15) (13,184) (21,24) (21,175) (22,30) (22,169) (23,19) (23,180) (26,81) (26,118) (27,21) (27,178) (29,6) (29,193) (31,39) (31,160) (32,98) (32,101) (35,76) (35,123) (38,16) (38,183) (39,43) (39,156) (40,33) (40,166) (44,67) (44,132) (45,51) (45,148) (46,28) (46,171) (50,52) (50,147) (55,77) (55,122) (56,66) (56,133) (58,45) (58,154) (60,84) (60,115) (63,30) (63,169) (64,81) (64,118) (67,20) (67,179) (70,65) (70,134) (73,41) (73,158) (75,37) (75,162) (76,33) (76,166) (78,50) (78,149) (83,33) (83,166) (86,9) (86,190) (87,42) (87,157) (88,63) (88,136) (91,29) (91,170) (92,47) (92,152) (94,55) (94,144) (98,54) (98,145) (99,48) (99,151) (104,48) (104,151) (105,42) (105,157) (106,62) (106,137) (109,81) (109,118) (112,55) (112,144) (113,23) (113,176) (114,30) (114,169) (118,54) (118,145) (119,1) (119,198) (120,63) (120,136) (121,10) (121,189) (125,74) (125,125) (126,83) (126,116) (127,74) (127,125) (128,7) (128,192) (130,96) (130,103) (137,60) (137,139) (139,11) (139,188) (141,66) (141,133) (143,45) (143,154) (146,74) (146,125) (147,44) (147,155) (153,5) (153,194) (157,64) (157,135) (161,73) (161,126) (164,40) (164,159) (165,39) (165,160) (167,89) (167,110) (171,82) (171,117) (172,13) (172,186) (174,67) (174,132) (175,75) (175,124) (176,99) (176,100) (179,86) (179,113) (180,67) (180,132) (182,54) (182,145) (184,61) (184,138) (189,69) (189,130) (190,63) (190,136) (192,55) (192,144) (194,91) (194,108) (195,48) (195,151) (197,45) (197,154) | 86 | y2 = x3 + 18x + 62 | 178 | (0,96) (0,103) (1,9) (1,190) (2,92) (2,107) (6,28) (6,171) (8,11) (8,188) (9,82) (9,117) (12,4) (12,195) (15,18) (15,181) (18,7) (18,192) (20,8) (20,191) (22,34) (22,165) (23,92) (23,107) (25,60) (25,139) (26,14) (26,185) (27,27) (27,172) (28,35) (28,164) (29,59) (29,140) (30,90) (30,109) (34,24) (34,175) (36,2) (36,197) (39,69) (39,130) (44,95) (44,104) (47,16) (47,183) (49,63) (49,136) (51,36) (51,163) (52,52) (52,147) (53,65) (53,134) (54,33) (54,166) (58,2) (58,197) (59,90) (59,109) (60,86) (60,113) (64,9) (64,190) (65,21) (65,178) (66,14) (66,185) (68,30) (68,169) (69,95) (69,104) (70,98) (70,101) (71,97) (71,102) (74,85) (74,114) (75,51) (75,148) (78,72) (78,127) (79,40) (79,159) (84,8) (84,191) (86,95) (86,104) (91,71) (91,128) (95,8) (95,191) (96,58) (96,141) (99,25) (99,174) (105,2) (105,197) (106,58) (106,141) (107,14) (107,185) (108,43) (108,156) (110,90) (110,109) (116,10) (116,189) (117,55) (117,144) (120,64) (120,135) (121,78) (121,121) (125,62) (125,137) (126,13) (126,186) (127,6) (127,193) (129,79) (129,120) (131,47) (131,152) (132,37) (132,162) (134,9) (134,190) (135,21) (135,178) (139,84) (139,115) (144,97) (144,102) (147,87) (147,112) (151,65) (151,134) (153,76) (153,123) (154,57) (154,142) (156,66) (156,133) (158,75) (158,124) (160,61) (160,138) (165,44) (165,155) (168,89) (168,110) (170,15) (170,184) (174,92) (174,107) (176,60) (176,139) (177,19) (177,180) (180,5) (180,194) (183,97) (183,102) (185,38) (185,161) (188,18) (188,181) (194,65) (194,134) (195,18) (195,181) (196,58) (196,141) (197,60) (197,139) (198,21) (198,178) | 87 | y2 = x3 + 132x + 125 | 178 | (0,18) (0,181) (5,78) (5,121) (9,98) (9,101) (10,16) (10,183) (11,91) (11,108) (13,43) (13,156) (14,90) (14,109) (19,61) (19,138) (22,44) (22,155) (23,76) (23,123) (25,44) (25,155) (27,41) (27,158) (28,36) (28,163) (31,24) (31,175) (32,74) (32,125) (38,78) (38,121) (39,64) (39,135) (41,80) (41,119) (42,82) (42,117) (46,75) (46,124) (49,71) (49,128) (51,3) (51,196) (54,12) (54,187) (55,86) (55,113) (56,75) (56,124) (58,50) (58,149) (61,61) (61,138) (68,77) (68,122) (72,1) (72,198) (75,95) (75,104) (78,72) (78,127) (79,91) (79,108) (80,67) (80,132) (81,88) (81,111) (83,14) (83,185) (84,56) (84,143) (85,49) (85,150) (87,26) (87,173) (90,39) (90,160) (91,73) (91,126) (92,23) (92,176) (93,96) (93,103) (96,21) (96,178) (97,75) (97,124) (103,40) (103,159) (106,63) (106,136) (109,91) (109,108) (110,87) (110,112) (113,8) (113,191) (119,61) (119,138) (120,39) (120,160) (123,85) (123,114) (124,58) (124,141) (127,99) (127,100) (128,14) (128,185) (129,48) (129,151) (131,93) (131,106) (132,19) (132,180) (133,32) (133,167) (136,8) (136,191) (138,67) (138,132) (139,94) (139,105) (142,55) (142,144) (144,60) (144,139) (145,92) (145,107) (147,50) (147,149) (149,8) (149,191) (150,69) (150,130) (151,72) (151,127) (152,44) (152,155) (154,42) (154,157) (156,78) (156,121) (168,79) (168,120) (169,72) (169,127) (172,34) (172,165) (176,65) (176,134) (178,80) (178,119) (179,80) (179,119) (180,67) (180,132) (182,27) (182,172) (183,22) (183,177) (187,14) (187,185) (188,39) (188,160) (189,81) (189,118) (192,98) (192,101) (193,50) (193,149) (195,54) (195,145) (196,10) (196,189) (197,98) (197,101) | 88 | y2 = x3 + 178x + 117 | 178 | (0,52) (0,147) (3,9) (3,190) (6,40) (6,159) (7,78) (7,121) (8,62) (8,137) (10,67) (10,132) (11,53) (11,146) (12,1) (12,198) (13,38) (13,161) (19,72) (19,127) (24,30) (24,169) (26,86) (26,113) (28,63) (28,136) (30,47) (30,152) (31,2) (31,197) (38,62) (38,137) (39,67) (39,132) (42,84) (42,115) (43,64) (43,135) (44,1) (44,198) (47,95) (47,104) (48,98) (48,101) (49,83) (49,116) (50,17) (50,182) (51,77) (51,122) (54,86) (54,113) (61,56) (61,143) (63,84) (63,115) (64,25) (64,174) (66,57) (66,142) (67,66) (67,133) (68,33) (68,166) (71,39) (71,160) (72,11) (72,188) (74,4) (74,195) (78,40) (78,159) (80,20) (80,179) (82,18) (82,181) (83,15) (83,184) (90,9) (90,190) (94,84) (94,115) (100,80) (100,119) (101,8) (101,191) (103,34) (103,165) (106,9) (106,190) (107,43) (107,156) (108,94) (108,105) (113,94) (113,105) (114,10) (114,189) (115,40) (115,159) (116,3) (116,196) (118,48) (118,151) (119,86) (119,113) (122,48) (122,151) (123,61) (123,138) (126,22) (126,177) (128,92) (128,107) (130,51) (130,148) (131,90) (131,109) (132,16) (132,183) (133,13) (133,186) (135,87) (135,112) (137,10) (137,189) (139,59) (139,140) (140,56) (140,143) (141,7) (141,192) (142,14) (142,185) (143,1) (143,198) (145,20) (145,179) (147,10) (147,189) (149,12) (149,187) (150,67) (150,132) (151,88) (151,111) (153,62) (153,137) (158,48) (158,151) (159,55) (159,144) (160,83) (160,116) (164,31) (164,168) (168,35) (168,164) (170,60) (170,139) (171,65) (171,134) (173,20) (173,179) (175,54) (175,145) (177,94) (177,105) (178,75) (178,124) (180,5) (180,194) (181,6) (181,193) (189,83) (189,116) (197,56) (197,143) | 89 | y2 = x3 + 7x + 182 | 178 | (0,88) (0,111) (2,76) (2,123) (3,35) (3,164) (9,24) (9,175) (10,43) (10,156) (12,2) (12,197) (15,94) (15,105) (17,55) (17,144) (19,72) (19,127) (23,42) (23,157) (24,29) (24,170) (25,96) (25,103) (29,59) (29,140) (32,90) (32,109) (33,27) (33,172) (34,83) (34,116) (36,46) (36,153) (44,30) (44,169) (46,23) (46,176) (47,43) (47,156) (50,19) (50,180) (52,62) (52,137) (53,58) (53,141) (54,60) (54,139) (55,58) (55,141) (59,3) (59,196) (60,17) (60,182) (62,12) (62,187) (64,33) (64,166) (65,29) (65,170) (66,28) (66,171) (67,39) (67,160) (69,25) (69,174) (72,49) (72,150) (77,56) (77,143) (81,8) (81,191) (82,59) (82,140) (84,97) (84,102) (86,55) (86,144) (87,87) (87,112) (88,59) (88,140) (90,26) (90,173) (91,58) (91,141) (92,35) (92,164) (93,6) (93,193) (94,20) (94,179) (96,55) (96,144) (97,70) (97,129) (98,81) (98,118) (100,67) (100,132) (103,18) (103,181) (104,35) (104,164) (108,69) (108,130) (109,22) (109,177) (110,29) (110,170) (112,77) (112,122) (113,18) (113,181) (119,68) (119,131) (122,51) (122,148) (123,71) (123,128) (125,20) (125,179) (131,93) (131,106) (133,66) (133,133) (136,6) (136,193) (138,80) (138,119) (142,43) (142,156) (143,17) (143,182) (144,69) (144,130) (146,69) (146,130) (147,36) (147,163) (148,92) (148,107) (155,85) (155,114) (160,84) (160,115) (164,65) (164,134) (166,86) (166,113) (167,5) (167,194) (169,6) (169,193) (171,83) (171,116) (174,74) (174,125) (177,46) (177,153) (179,20) (179,179) (180,73) (180,126) (182,18) (182,181) (185,46) (185,153) (187,34) (187,165) (192,63) (192,136) (193,83) (193,116) (195,17) (195,182) (197,89) (197,110) | 90 | y2 = x3 + 66x + 28 | 178 | (0,25) (0,174) (4,82) (4,117) (6,21) (6,178) (9,82) (9,117) (12,89) (12,110) (13,59) (13,140) (14,78) (14,121) (21,39) (21,160) (22,63) (22,136) (27,1) (27,198) (29,62) (29,137) (31,5) (31,194) (34,69) (34,130) (35,55) (35,144) (36,92) (36,107) (39,80) (39,119) (44,77) (44,122) (46,30) (46,169) (47,17) (47,182) (50,42) (50,157) (51,39) (51,160) (54,57) (54,142) (57,27) (57,172) (62,71) (62,128) (65,12) (65,187) (71,68) (71,131) (74,14) (74,185) (76,38) (76,161) (77,19) (77,180) (79,69) (79,130) (81,50) (81,149) (83,81) (83,118) (86,69) (86,130) (88,34) (88,165) (89,21) (89,178) (90,85) (90,114) (92,23) (92,176) (95,49) (95,150) (96,66) (96,133) (97,11) (97,188) (98,99) (98,100) (99,13) (99,186) (100,22) (100,177) (104,21) (104,178) (105,45) (105,154) (107,70) (107,129) (110,49) (110,150) (111,33) (111,166) (112,29) (112,170) (114,24) (114,175) (116,96) (116,103) (117,99) (117,100) (121,52) (121,147) (123,76) (123,123) (124,43) (124,156) (126,51) (126,148) (127,39) (127,160) (128,3) (128,196) (129,85) (129,114) (130,84) (130,115) (134,67) (134,132) (135,11) (135,188) (136,44) (136,155) (139,19) (139,180) (140,74) (140,125) (142,83) (142,116) (147,8) (147,191) (152,31) (152,168) (153,56) (153,143) (159,75) (159,124) (162,71) (162,128) (164,4) (164,195) (166,11) (166,188) (167,42) (167,157) (168,35) (168,164) (169,36) (169,163) (174,71) (174,128) (179,85) (179,114) (181,42) (181,157) (182,19) (182,180) (183,99) (183,100) (186,82) (186,117) (188,89) (188,110) (190,59) (190,140) (191,88) (191,111) (193,49) (193,150) (195,59) (195,140) (196,20) (196,179) (198,89) (198,110) | 91 | y2 = x3 + 182x + 63 | 178 | (0,62) (0,137) (1,68) (1,131) (5,74) (5,125) (6,66) (6,133) (11,49) (11,150) (13,7) (13,192) (16,92) (16,107) (19,80) (19,119) (20,34) (20,165) (22,63) (22,136) (23,59) (23,140) (25,61) (25,138) (28,68) (28,131) (29,26) (29,173) (30,22) (30,177) (32,7) (32,192) (35,73) (35,126) (38,34) (38,165) (39,51) (39,148) (43,45) (43,154) (44,83) (44,116) (46,36) (46,163) (47,76) (47,123) (49,71) (49,128) (52,41) (52,158) (53,88) (53,111) (56,76) (56,123) (57,49) (57,150) (59,71) (59,128) (60,83) (60,116) (63,17) (63,182) (64,35) (64,164) (65,82) (65,117) (73,28) (73,171) (82,1) (82,198) (86,65) (86,134) (87,63) (87,136) (88,97) (88,102) (90,63) (90,136) (91,71) (91,128) (92,93) (92,106) (95,83) (95,116) (96,76) (96,123) (97,57) (97,142) (101,4) (101,195) (102,85) (102,114) (103,11) (103,188) (105,67) (105,132) (106,75) (106,124) (110,79) (110,120) (111,95) (111,104) (113,94) (113,105) (114,30) (114,169) (115,4) (115,195) (117,18) (117,181) (119,16) (119,183) (122,56) (122,143) (127,13) (127,186) (131,49) (131,150) (133,99) (133,100) (136,6) (136,193) (137,14) (137,185) (141,34) (141,165) (143,11) (143,188) (145,54) (145,145) (149,41) (149,158) (152,11) (152,188) (154,7) (154,192) (156,84) (156,115) (159,5) (159,194) (160,50) (160,149) (162,28) (162,171) (163,28) (163,171) (168,98) (168,101) (169,55) (169,144) (170,68) (170,131) (171,26) (171,173) (173,21) (173,178) (176,25) (176,174) (178,78) (178,121) (180,33) (180,166) (182,4) (182,195) (183,47) (183,152) (185,12) (185,187) (187,23) (187,176) (189,32) (189,167) (194,53) (194,146) (197,41) (197,158) (198,26) (198,173) | 92 | y2 = x3 + 53x + 90 | 178 | (0,17) (0,182) (1,12) (1,187) (2,76) (2,123) (7,40) (7,159) (8,35) (8,164) (9,36) (9,163) (10,25) (10,174) (11,51) (11,148) (12,71) (12,128) (14,81) (14,118) (15,9) (15,190) (21,64) (21,135) (24,96) (24,103) (25,18) (25,181) (26,61) (26,138) (33,31) (33,168) (35,29) (35,170) (36,59) (36,140) (38,96) (38,103) (39,69) (39,130) (42,28) (42,171) (44,65) (44,134) (45,95) (45,104) (46,31) (46,168) (49,90) (49,109) (51,70) (51,129) (55,35) (55,164) (57,99) (57,100) (58,79) (58,120) (61,85) (61,114) (64,89) (64,110) (65,82) (65,117) (68,70) (68,129) (69,18) (69,181) (72,7) (72,192) (74,93) (74,106) (75,94) (75,105) (80,70) (80,129) (81,64) (81,135) (82,14) (82,185) (84,68) (84,131) (85,32) (85,167) (86,83) (86,116) (93,21) (93,178) (97,64) (97,135) (98,80) (98,119) (102,8) (102,191) (105,18) (105,181) (107,63) (107,136) (109,86) (109,113) (111,92) (111,107) (113,16) (113,183) (114,56) (114,143) (116,3) (116,196) (118,8) (118,191) (119,97) (119,102) (120,31) (120,168) (122,34) (122,165) (124,10) (124,189) (127,23) (127,176) (131,97) (131,102) (132,68) (132,131) (134,53) (134,146) (135,47) (135,152) (136,35) (136,164) (137,96) (137,103) (139,3) (139,196) (142,54) (142,145) (143,3) (143,196) (145,77) (145,122) (148,97) (148,102) (150,55) (150,144) (165,66) (165,133) (167,75) (167,124) (168,59) (168,140) (172,95) (172,104) (178,8) (178,191) (179,69) (179,130) (180,69) (180,130) (181,95) (181,104) (182,68) (182,131) (183,11) (183,188) (187,78) (187,121) (192,42) (192,157) (194,59) (194,140) (195,49) (195,150) (196,74) (196,125) (197,37) (197,162) (198,6) (198,193) | 93 | y2 = x3 + 46x + 90 | 178 | (0,17) (0,182) (3,97) (3,102) (4,61) (4,138) (5,68) (5,131) (6,69) (6,130) (7,77) (7,122) (10,82) (10,117) (15,37) (15,162) (17,51) (17,148) (19,96) (19,103) (22,3) (22,196) (28,68) (28,131) (30,49) (30,150) (31,8) (31,191) (32,36) (32,163) (36,29) (36,170) (40,85) (40,114) (41,75) (41,124) (42,93) (42,106) (43,69) (43,130) (47,40) (47,159) (48,16) (48,183) (51,31) (51,168) (52,3) (52,196) (53,31) (53,168) (56,66) (56,133) (57,7) (57,192) (58,8) (58,191) (59,32) (59,167) (61,80) (61,119) (63,92) (63,107) (65,10) (65,189) (67,96) (67,103) (68,65) (68,134) (69,55) (69,144) (70,99) (70,100) (78,86) (78,113) (80,34) (80,165) (82,47) (82,152) (83,28) (83,171) (84,97) (84,102) (85,35) (85,164) (87,70) (87,129) (89,64) (89,135) (90,78) (90,121) (92,12) (92,187) (93,63) (93,136) (94,81) (94,118) (95,31) (95,168) (103,95) (103,104) (107,6) (107,193) (108,18) (108,181) (109,71) (109,128) (110,8) (110,191) (111,18) (111,181) (112,97) (112,102) (113,96) (113,103) (115,70) (115,129) (117,89) (117,110) (120,11) (120,188) (122,74) (122,125) (124,25) (124,174) (125,3) (125,196) (128,59) (128,140) (129,54) (129,145) (130,90) (130,109) (133,59) (133,140) (134,94) (134,105) (135,95) (135,104) (137,59) (137,140) (139,35) (139,164) (140,56) (140,143) (141,64) (141,135) (142,23) (142,176) (150,69) (150,130) (151,83) (151,116) (152,42) (152,157) (160,95) (160,104) (162,79) (162,120) (166,68) (166,131) (168,64) (168,135) (174,35) (174,164) (179,18) (179,181) (181,14) (181,185) (184,76) (184,123) (186,9) (186,190) (189,53) (189,146) (196,70) (196,129) (198,21) (198,178) | 94 | y2 = x3 + 28x + 63 | 178 | (0,62) (0,137) (1,93) (1,106) (4,55) (4,144) (6,7) (6,192) (7,76) (7,123) (9,7) (9,192) (17,26) (17,173) (18,35) (18,164) (19,84) (19,115) (20,71) (20,128) (21,34) (21,165) (24,80) (24,119) (25,95) (25,104) (27,76) (27,123) (30,21) (30,178) (34,11) (34,188) (38,94) (38,105) (39,66) (39,133) (45,50) (45,149) (46,88) (46,111) (47,54) (47,145) (48,34) (48,165) (50,59) (50,140) (51,4) (51,195) (58,28) (58,171) (63,61) (63,138) (64,18) (64,181) (66,85) (66,114) (67,53) (67,146) (68,63) (68,136) (72,49) (72,150) (73,41) (73,158) (77,16) (77,183) (85,71) (85,128) (87,83) (87,116) (88,6) (88,193) (89,26) (89,173) (92,75) (92,124) (93,26) (93,173) (94,71) (94,128) (95,47) (95,152) (97,98) (97,101) (100,36) (100,163) (104,92) (104,107) (106,68) (106,131) (108,12) (108,187) (110,68) (110,131) (111,17) (111,182) (118,79) (118,120) (120,83) (120,116) (121,23) (121,176) (124,82) (124,117) (128,73) (128,126) (129,13) (129,186) (130,34) (130,165) (132,74) (132,125) (133,57) (133,142) (134,32) (134,167) (135,1) (135,198) (138,5) (138,194) (139,41) (139,158) (143,63) (143,136) (144,30) (144,169) (149,25) (149,174) (154,51) (154,148) (155,49) (155,150) (159,4) (159,195) (161,65) (161,134) (162,78) (162,121) (164,28) (164,171) (165,76) (165,123) (168,99) (168,100) (171,49) (171,150) (172,11) (172,188) (174,97) (174,102) (175,33) (175,166) (176,28) (176,171) (180,45) (180,154) (182,68) (182,131) (184,7) (184,192) (185,67) (185,132) (186,41) (186,158) (187,63) (187,136) (188,4) (188,195) (191,83) (191,116) (192,11) (192,188) (194,14) (194,185) (195,22) (195,177) (196,56) (196,143) | 95 | y2 = x3 + 65x + 25 | 178 | (0,5) (0,194) (1,84) (1,115) (8,96) (8,103) (9,44) (9,155) (11,9) (11,190) (12,44) (12,155) (15,14) (15,185) (18,96) (18,103) (21,30) (21,169) (23,73) (23,126) (24,22) (24,177) (25,34) (25,165) (26,28) (26,171) (28,64) (28,135) (29,35) (29,164) (33,59) (33,140) (35,20) (35,179) (42,32) (42,167) (43,90) (43,109) (44,67) (44,132) (47,55) (47,144) (49,71) (49,128) (53,50) (53,149) (54,40) (54,159) (55,32) (55,167) (57,79) (57,120) (58,92) (58,107) (59,17) (59,182) (61,23) (61,176) (62,1) (62,198) (68,26) (68,173) (69,93) (69,106) (70,11) (70,188) (71,42) (71,157) (72,98) (72,101) (73,31) (73,168) (78,16) (78,183) (79,36) (79,163) (81,25) (81,174) (85,63) (85,136) (88,95) (88,104) (92,6) (92,193) (94,83) (94,116) (95,78) (95,121) (100,88) (100,111) (102,32) (102,167) (105,46) (105,153) (107,51) (107,148) (108,91) (108,108) (114,85) (114,114) (119,15) (119,184) (124,54) (124,145) (125,54) (125,145) (129,39) (129,160) (130,82) (130,117) (133,42) (133,157) (135,88) (135,111) (137,7) (137,192) (139,47) (139,152) (142,66) (142,133) (148,37) (148,162) (149,54) (149,145) (152,72) (152,127) (154,36) (154,163) (158,26) (158,173) (159,17) (159,182) (162,10) (162,189) (163,88) (163,111) (165,36) (165,163) (166,56) (166,143) (167,20) (167,179) (172,26) (172,173) (173,96) (173,103) (176,33) (176,166) (177,22) (177,177) (178,44) (178,155) (180,17) (180,182) (181,28) (181,171) (183,62) (183,137) (184,75) (184,124) (187,30) (187,169) (190,30) (190,169) (191,28) (191,171) (192,53) (192,146) (193,4) (193,195) (194,42) (194,157) (196,20) (196,179) (197,22) (197,177) (198,77) (198,122) | 96 | y2 = x3 + 169x + 144 | 178 | (0,12) (0,187) (1,48) (1,151) (2,93) (2,106) (3,9) (3,190) (6,58) (6,141) (8,60) (8,139) (13,89) (13,110) (14,94) (14,105) (16,24) (16,175) (17,13) (17,186) (18,62) (18,137) (19,57) (19,142) (22,88) (22,111) (23,26) (23,173) (24,78) (24,121) (25,33) (25,166) (26,5) (26,194) (27,50) (27,149) (28,19) (28,180) (30,37) (30,162) (32,50) (32,149) (41,37) (41,162) (46,88) (46,111) (47,79) (47,120) (48,29) (48,170) (50,57) (50,142) (51,70) (51,129) (52,84) (52,115) (62,1) (62,198) (68,92) (68,107) (70,82) (70,117) (73,48) (73,151) (76,45) (76,154) (77,99) (77,100) (79,26) (79,173) (81,51) (81,148) (83,36) (83,163) (84,33) (84,166) (86,2) (86,197) (88,28) (88,171) (89,42) (89,157) (90,33) (90,166) (91,77) (91,122) (93,61) (93,138) (96,80) (96,119) (97,26) (97,173) (98,67) (98,132) (101,66) (101,133) (102,72) (102,127) (103,16) (103,183) (104,18) (104,181) (107,52) (107,147) (108,54) (108,145) (110,64) (110,135) (112,73) (112,126) (120,72) (120,127) (125,48) (125,151) (128,37) (128,162) (129,23) (129,176) (130,57) (130,142) (131,88) (131,111) (132,17) (132,182) (133,81) (133,118) (135,49) (135,150) (136,90) (136,109) (138,96) (138,103) (140,50) (140,149) (141,1) (141,198) (142,61) (142,138) (145,52) (145,147) (146,52) (146,147) (153,92) (153,107) (159,32) (159,167) (160,74) (160,125) (163,61) (163,138) (171,46) (171,153) (173,8) (173,191) (176,72) (176,127) (177,92) (177,107) (178,95) (178,104) (181,15) (181,184) (184,76) (184,123) (185,3) (185,196) (186,39) (186,160) (187,13) (187,186) (194,13) (194,186) (195,1) (195,198) (196,40) (196,159) (197,14) (197,185) | 97 | y2 = x3 + 114x + 139 | 178 | (0,61) (0,138) (4,96) (4,103) (7,22) (7,177) (9,74) (9,125) (10,17) (10,182) (12,38) (12,161) (15,99) (15,100) (16,41) (16,158) (17,5) (17,194) (18,62) (18,137) (19,72) (19,127) (21,75) (21,124) (22,34) (22,165) (24,88) (24,111) (26,88) (26,111) (28,72) (28,127) (30,50) (30,149) (31,80) (31,119) (35,55) (35,144) (37,22) (37,177) (39,5) (39,194) (41,30) (41,169) (43,42) (43,157) (46,45) (46,154) (49,81) (49,118) (51,10) (51,189) (55,98) (55,101) (57,81) (57,118) (61,99) (61,100) (63,85) (63,114) (67,17) (67,182) (69,76) (69,123) (72,50) (72,149) (76,32) (76,167) (77,63) (77,136) (78,49) (78,150) (81,23) (81,176) (84,65) (84,134) (85,41) (85,158) (86,29) (86,170) (90,78) (90,121) (91,83) (91,116) (92,9) (92,190) (93,81) (93,118) (97,50) (97,149) (98,41) (98,158) (99,16) (99,183) (103,77) (103,122) (108,73) (108,126) (110,35) (110,164) (111,89) (111,110) (115,86) (115,113) (116,13) (116,186) (119,1) (119,198) (121,71) (121,128) (122,17) (122,182) (123,99) (123,100) (124,56) (124,143) (125,1) (125,198) (126,2) (126,197) (132,63) (132,136) (135,44) (135,155) (136,60) (136,139) (138,32) (138,167) (141,20) (141,179) (143,5) (143,194) (148,24) (148,175) (149,88) (149,111) (151,93) (151,106) (152,72) (152,127) (154,1) (154,198) (155,22) (155,177) (156,92) (156,107) (159,45) (159,154) (163,70) (163,129) (167,90) (167,109) (168,68) (168,131) (172,8) (172,191) (177,52) (177,147) (178,15) (178,184) (179,40) (179,159) (181,4) (181,195) (184,32) (184,167) (185,66) (185,133) (187,25) (187,174) (189,63) (189,136) (190,37) (190,162) (193,45) (193,154) (197,36) (197,163) | 98 | y2 = x3 + 91x + 116 | 178 | (0,64) (0,135) (1,3) (1,196) (3,60) (3,139) (8,19) (8,180) (9,79) (9,120) (10,6) (10,193) (15,94) (15,105) (17,3) (17,196) (21,12) (21,187) (24,76) (24,123) (25,92) (25,107) (26,77) (26,122) (28,61) (28,138) (29,94) (29,105) (31,93) (31,106) (32,37) (32,162) (33,98) (33,101) (35,40) (35,159) (37,40) (37,159) (38,61) (38,138) (39,10) (39,189) (42,60) (42,139) (43,73) (43,126) (50,52) (50,147) (51,59) (51,140) (53,63) (53,136) (55,82) (55,117) (57,75) (57,124) (59,83) (59,116) (60,41) (60,158) (62,50) (62,149) (64,35) (64,164) (65,71) (65,128) (72,5) (72,194) (74,12) (74,187) (76,7) (76,192) (79,43) (79,156) (81,6) (81,193) (84,9) (84,190) (88,85) (88,114) (91,14) (91,185) (92,23) (92,176) (97,68) (97,131) (98,1) (98,198) (99,44) (99,155) (101,80) (101,119) (104,12) (104,187) (105,34) (105,165) (108,6) (108,193) (110,57) (110,142) (114,23) (114,176) (115,56) (115,143) (116,57) (116,142) (118,14) (118,185) (121,65) (121,134) (122,68) (122,131) (124,96) (124,103) (127,40) (127,159) (130,65) (130,134) (132,78) (132,121) (133,61) (133,138) (135,20) (135,179) (136,38) (136,161) (138,4) (138,195) (145,91) (145,108) (147,65) (147,134) (149,48) (149,151) (151,24) (151,175) (154,60) (154,139) (155,94) (155,105) (160,27) (160,172) (162,5) (162,194) (164,5) (164,194) (166,58) (166,141) (167,16) (167,183) (168,90) (168,109) (172,57) (172,142) (174,46) (174,153) (175,25) (175,174) (176,69) (176,130) (179,68) (179,131) (181,3) (181,196) (188,42) (188,157) (189,14) (189,185) (190,89) (190,110) (191,95) (191,104) (192,23) (192,176) (195,22) (195,177) (197,18) (197,181) | 99 | y2 = x3 + 8x + 188 | 178 | (0,63) (0,136) (2,49) (2,150) (3,55) (3,144) (9,81) (9,118) (17,62) (17,137) (19,45) (19,154) (21,57) (21,142) (23,20) (23,179) (26,96) (26,103) (27,28) (27,171) (30,31) (30,168) (31,24) (31,175) (32,24) (32,175) (35,89) (35,110) (37,81) (37,118) (40,80) (40,119) (47,67) (47,132) (48,91) (48,108) (49,53) (49,146) (51,64) (51,135) (52,11) (52,188) (53,55) (53,144) (61,1) (61,198) (62,49) (62,150) (65,64) (65,135) (67,20) (67,179) (69,74) (69,125) (72,84) (72,115) (77,45) (77,154) (79,90) (79,109) (80,76) (80,123) (81,56) (81,143) (83,64) (83,135) (86,27) (86,172) (87,10) (87,189) (89,4) (89,195) (90,37) (90,162) (94,36) (94,163) (95,6) (95,193) (97,25) (97,174) (98,59) (98,140) (100,60) (100,139) (101,26) (101,173) (103,45) (103,154) (109,20) (109,179) (110,34) (110,165) (111,69) (111,130) (113,29) (113,170) (114,33) (114,166) (115,35) (115,164) (116,85) (116,114) (118,15) (118,184) (119,42) (119,157) (121,5) (121,194) (127,22) (127,177) (129,36) (129,163) (132,37) (132,162) (133,52) (133,147) (134,85) (134,114) (135,49) (135,150) (136,24) (136,175) (140,74) (140,125) (142,87) (142,112) (143,55) (143,144) (147,97) (147,102) (148,85) (148,114) (149,77) (149,122) (152,71) (152,128) (153,81) (153,118) (155,53) (155,146) (159,44) (159,155) (160,43) (160,156) (163,3) (163,196) (165,51) (165,148) (173,48) (173,151) (175,36) (175,163) (176,37) (176,162) (178,50) (178,149) (179,28) (179,171) (181,88) (181,111) (182,78) (182,121) (187,73) (187,126) (188,19) (188,180) (189,74) (189,125) (191,72) (191,127) (192,28) (192,171) (193,83) (193,116) (194,53) (194,146) (195,93) (195,106) |
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